forest incomes and rural livelihoods in chiradzulu district malawi abstract this paper examines forest income among rural dwellers in one of malawi s most densely populated districts chiradzulu 160 households were interviewed in two sites only 20 km apart purposely selected on the basis of access to a forest reserve people are extremely poor with 97 having incomes of less than 1 usd day forest income constitutes around 15 of total income only non farm income 47 and agriculture 28 rank higher the poorest segment depends more on forest income than the least poor group but the medium income group exhibits the highest dependence fuelwood constitutes the major source of such income followed by fodder the incomes mainly support current consumption people with better access to the forest reserve have higher total income forest income and relative forest income as revealed through a gini coefficient analysis forest resources have an important income equalizing effect across rural households a particular group of resource poor farmers 8 1 of sample with little access to agricultural land and a high representation of female heads derives an average of 65 of their income from the forest an important policy lesson is that restricting people s access to forest resources can have substantial effects on household livelihoods and welfare and would serve to increase income inequalities in the area livelihood researchers should now recognize the substantial income from forest resources

an exploration of the positive effect of inequality on common property forests abstract this paper analyzes the household level forces driving the positive impact of inequality on common property forest cover in mexico a game theoretic model demonstrates that when common property goods are complementary to private inputs in production an increase in wealth inequality can lead to a decrease in exploitation of the commons data from 350 mexican common properties show that as inequality increases those on the lower end of the land distribution are less likely to use the commons the data also show a negative correlation between inequality and poverty alternative hypotheses for these results are considered

consumption and equilibrium interest rates in stochastic production economies in this paper we analyze the behavior of equilibrium real interest rates in an identical consumer economy in which the preferences are represented by time additive logarithmic utility functions and production technologies are cobb douglas with stochastic constant returns to scale the following main results are established i when there is no relative price uncertainty it is shown that the equilibrium interest rate exhibits a mean reverting tendency a nontrivial steady state distribution is found to exist for the equilibrium interest rate the properties of the equilibrium interest rate are also derived and discussed ii in a multigood economy even with additive preferences across goods the equilibrium interest rates depend explicitly on relative prices the substitution possibilities in production technologies induce this result this is in contrast to the findings of richard and sundaresan 11 who show that the analytical general equilibrium term structure of interest rates formula of cox ingersoll and ross 5 is unaffected by the introduction of relative price uncertainty when the technologies are linear and hence involve no substitution furthermore we relate our results to those of cox ingersoll and ross 5 breeden 3 and richard and sundaresan 11 with special emphasis on stochastic production and realtive price uncertainty

pricing options on scenario trees abstract we examine valuation procedures that can be applied to incorporate options in scenario based portfolio optimization models stochastic programming models use discrete scenarios to represent the stochastic evolution of asset prices at issue is the adoption of suitable procedures to price options on the basis of the postulated discrete distributions of asset prices so as to ensure internally consistent portfolio optimization models we adapt and implement two methods to price european options in accordance with discrete distributions represented by scenario trees and assess their performance with numerical tests we consider features of option prices that are observed in practice we find that asymmetries and or leptokurtic features in the distribution of the underlying materially affect option prices we quantify the impact of higher moments skewness and excess kurtosis on option prices we demonstrate through empirical tests using market prices of the s p500 stock index and options on the index that the proposed procedures consistently approximate the observed prices of options under different market regimes especially for deep out of the money options

scenario modelling for selective hedging strategies abstract we study currency risk management in the context of scenario analysis we develop scenario based optimization models that jointly determine the portfolio composition and the hedging strategy within each currency thus the model prescribes optimal selective hedging policies we then study empirically the performance of the models the new elements of our empirical analysis are various horizons one month and one semester various currency bases explicit incorporation of realistic transaction costs the results show that selective hedging strategies dominate the alternatives under some conditions and that transaction costs are very important in determining the profitability of various currency risk management strategies for both stocks and bonds at the one month horizon

approximate option valuation for arbitrary stochastic processes abstract we show how a given probability distribution can be approximated by an arbitrary distribution in terms of a series expansion involving second and higher moments this theoretical development is specialized to the problem of option valuation where the underlying security distribution if not lognormal can be approximated by a lognormally distributed random variable the resulting option price is expressed as the sum of a black scholes price plus adjustment terms which depend on the second and higher moments of the underlying security stochastic process this approach permits the impact on the option price of skewness and kurtosis of the underlying stock s distribution to be evaluated

interest rate volatility and the term structure a two factor general equilibrium model we develop a two factor general equilibrium model of the term structure the factors are the short term interest rate and the volatility of the short term interest rate we derive closed form expressions for discount bonds and study the properties of the term structure implied by the model the dependence of yields on volatility allows the model to capture many observed properties of the term structure we also derive closed form expressions for discount bond options we use hansen s generalized method of moments framework to test the cross sectional restrictions imposed by the model the tests support the two factor model there are essentially two approaches to the modeling of the term structure of interest rates in continuous time the equilibrium approach pioneered by

a dynamic stochastic programming model for international portfolio management we develop a multi stage stochastic programming model for international portfolio management in a dynamic setting we model uncertainty in asset prices and exchange rates in terms of scenario trees that reflect the empirical distributions implied by market data the model takes a holistic view of the problem it considers portfolio rebalancing decisions over multiple periods in accordance with the contingencies of the scenario tree the solution jointly determines capital allocations to international markets the selection of assets within each market and appropriate currency hedging levels we investigate the performance of alternative hedging strategies through extensive numerical tests with real market data we show that appropriate selection of currency forward contracts materially reduces risk in international portfolios we further find that multi stage models consistently outperform single stage models our results demonstrate that the stochastic programming framework provides a flexible and effective decision support tool for international portfolio management

the economics of tropical deforestation and land use an introduction to the special issue this paper both introduces the special issue on the economics of tropical deforestation and land use and conducts a synthesis crosscountry analysis of tropical agricultural land expansion agricultural development is the main factor determining land expansion but institutional factors have an important influence income effects vary from region to region and do not always display an ekc relationship the case studies comprising this special issue provide further case study insights into tropical deforestation and land use through spatial analysis of locational factors cge modeling of policy scenarios assessing external market impacts on land clearing and modelling state interventions and taxation

playing games in the forest state local conflicts of land appropriation this paper explores possible strategic interactions between the state and local community in games of tropical forestland appropriation three typical cases are discussed corresponding to a development over time of increased resource competition and market integration the local response to more state deforestation depends on the costs market and behavioral assumptions and less on the structure of the game cournot or stackelberg the state fuels local deforestation by providing infrastructure roads which reduces the net costs of agricultural expansion or when markets are imperfect and local behavior determined by survival needs the game structure is however important for total deforestation this paper explores possible strategic interactions between the state and local community in games of tropical forestland appropriation three typical cases are discussed corresponding to a development over time of increased resource competition and market integration the local response to more state deforestation depends on the costs market and behavioral assumptions and less on the structure of the game cournot or stackelberg the state fuels local deforestation by providing infrastructure roads which reduces the net costs of agricultural expansion or when markets are imperfect and local behavior determined by survival needs the game structure is however important for total deforestation

the valuation of floating rate instruments abstract a framework for valuing floating rate notes is developed to examine the effects of 1 lags in the coupon formula 2 special contractual features and 3 default risk evidence from a sample of floaters indicates they sold at significant discounts while lags in the coupon formulas and other contractual features make these notes more variable they do not account for the magnitude of the discounts we conclude that the fixed default premium in the coupon formula of a typical note is inadequate to compensate for time varying default premiums demanded by investors who treat other corporate short term paper as close substitutes

term premiums in bond returns abstract this paper examines expected returns on u s treasury bills and on u s government bond portfolios expected bill returns are estimated from forward rates and from sample average returns both estimation methods indicate that expected returns on bills tend to peak at eight or nine months and never increase monotonically out to twelve months reliable inferences are limited to treasury bills and thus to maturities up to a year the variability of longer term bond returns preempts precise conclusions about their expected returns

monetary policy shifts and the term structure we estimate the effect of shifts in monetary policy using the term structure of interest rates in our no arbitrage model the short rate follows a version of the taylor s 1993 discretion versus policy rules in practice carnegie rochester conference series on public policy 39 195 214 rule where the coefficients on the output gap and inflation vary over time the monetary policy loading on the output gap has averaged around 0 4 and has not changed very much over time the overall response of the yield curve to output gap components is relatively small in contrast the inflation loading has changed substantially over the last 50 years and ranges from close to zero in 2003 to a high of 2 4 in 1983 long term bonds are sensitive to inflation policy shifts with increases in inflation loadings leading to higher short rates and widening yield spreads

government management of village commons comparing two forest policies abstract when monitoring or enforcement is difficult governments may find it impossible to manage village forest commons directly village level institutions might be better able to manage these commons yet villagers management objectives may not coincide with those of the state this article considers the effects of two different government policies on the local management of village commons one policy tool attempts to induce villagers to conserve forest commons by giving them a share of the timber harvest we investigate the question of whether or not this scheme joint forest management jfm is preferred either by the villagers or the government to a simple benchmark policy under which the government harvests at random we show that when villagers are sufficiently patient for any equilibrium jfm policy there exists a benchmark policy which gives villagers the same level of utility however whether the government is similarly indifferent between these two arrangements depends on the villagers ability to enforce collective agreements and on the curvature of villagers utility functions

an equilibrium model of bond pricing and a test of market efficiency in two previous and related papers 3 4 the authors have reported the results of estimating a particular equilibrium model of bond pricing using quarterly data on canadian government bonds for the period 1964 to 1979 this paper reports the results of applying a similar model to the pricing of u s government bonds for the period 1958 1979 using data from the crsp government bond file the paper also extends the previous empirical analysis by evaluating the ability of the pricing model to detect underpriced and overpriced bonds the data reveal a strong relation between price prediction errors and subsequent bond returns

a tale of two communities explaining deforestation in mexico summary deforestation policies in mexico need to recognize heterogeneity in community s management schemes in communities that extract wood from the forest for profit forestry projects generate funds whose investment in public goods increases the value of standing forest to those not receiving direct dividends from the projects increases in such investment help decrease deforestation in communities with other livelihoods deforestation decreases with the community s ability to form a coalition that cooperates in reducing forest clearing this is easier in smaller communities with more experienced leaders analysis using data collected in 2002 combined with satellite imagery verifies the models predictions

treasury bill factors and common stock returns capital asset pricing theory gives a linear ex ante relationship between a security s return and one special portfolio return the return on all assets this linear equation is called the capital asset pricing model capital asset pricing theory alone provides no empirical hypotheses because it is derived and defined wholly with expectations tests of empirical hypotheses with historical data require an additional proposition that relates ex ante and ex post returns a model for this second proposition is called a return generating equation arbitrage pricing theory gives a more compact method for deriving a linear ex ante security return model in the arbitrage theory developed by ross 6 the return generating equation is the basis for the ex ante return relationship briefly an approximate linear expected return equation is derived directly from the return generating equation so two separate models are not required in addition the ex ante return equation is defined in terms of an arbitrary number of special factor portfolio returns rather than a single market portfolio return in this sense arbitrage pricing theory has richer implications and a simpler structure than capital asset pricing arbitrage pricing theory starts with a linear return generating equation for each security

environmental consciousness and moral hazard in international agreements to protect the environment abstract a group of countries that can potentially commit to cooperation to protect the environment are identified as environmentally conscious countries conditions are examined under which they can provide self financing side payments too a second group of less environmentally conscious countries so that the two groups form a global or partial stable coalition that agrees to reduce emissions a mechanism that detects cheating is also developed in order to induce the desired emissions even when the emissions level of an individual country cannot be observed by the rest of the participating countries

a nonlinear general equilibrium model of the term structure of interest rates abstract we derive and test an alternative closed form general equilibrium model of the term structure within the cox ingersoll and ross theoretical framework in which yields are nonlinear functions of the risk free rate we show that equilibrium bond prices and the risk free rate are not always inversely related and that bond risk need not be strictly increasing in maturity using hansen s generalized method of moments to obtain parameter estimates this nonlinear model outperforms the cox ingersoll and ross square root model in describing actual treasury bill yields for the 1964 1986 period

an intertemporal general equilibrium model of asset prices this paper develops a continuous time general equilibrium model of a simple but complete economy and uses it to examine the behavior of asset prices in this model asset prices and their stochastic properties are determined endogenously one principal result is a partial differential equation which asset prices must satisfy the solution of this equation gives the equilibrium price of any asset in terms of the underlying real variables in the economy in this paper we develop a general equilibrium asset pricing model for use in applied research an important feature of the model is its integration of real and financial markets among other things the model endogenously determines the stochastic process followed by the equilibrium price of any financial asset and shows how this process depends on the underlying real variables the model is fully consistent with rational expectations and maximizing behavior on the part of all agents our framework is general enough to include many of the fundamental forces affecting asset markets yet it is tractable enough to be specialized easily to produce specific testable results furthermore the model can be extended in a number of straightforward ways consequently it is well suited to a wide variety of applications for example in a companion paper cox ingersoll and ross 7 we use the model to develop a theory of the term structure of interest rates many studies have been concerned with various aspects of asset pricing under uncertainty the most relevant to our work are the important papers on intertemporal asset pricing by merton 19 and lucas 16 working in a continuous time framework merton derives a relationship among the equilibrium expected rates of return on assets he shows that when investment opportunities are changing randomly over time this relationship will include effects which have no analogue in a static one period model lucas considers an economy with homogeneous individuals and a single consumption good which is produced by a number of processes the random output of these processes is exogenously determined and perishable assets are defined as claims to all or a part of the output of a process and the equilibrium determines the asset prices our theory draws on some elements of both of these papers like merton we formulate our model in continuous time and make full use of the analytical tractability that this affords the economic structure of our model is somewhat similar to that of lucas however we include both endogenous production and

international market correlation and volatility international correlations for stocks and bonds fluctuate widely over time as previous studies have found volatility appears to be contagious across markets in addition international correlation increases in periods of high market volatility although the correlation of individual foreign stock markets with the u s stock market has generally increased slightly over the past 37 years it has not increased during the past 10 years similarly the international correlation of bond markets increased in the early 1980s but it has had no discernible trend in the past 10 years the fairly low levels of international correlation among stocks or bonds suggests that national factors still strongly affect local asset prices the link between correlation and market volatility is bad news for global money managers because when the domestic market is subject to a strong negative shock is when the benefits of international risk diversification are needed most

simple binomial processes as diffusion approximations in financial models a binomial approximation to a diffusion is defined as computationally simple if the number of nodes grows at most linearly in the number of time intervals it is shown how to construct computationally simple binomial processes that converge weakly to commonly employed diffusions in financial models the convergence of the sequence of bond and european option prices from these processes to the corresponding values in the diffusion limit is also demonstrated numerical examples from the constant elasticity of variance stock price and the cox ingersoll and ross 1985 discount bond price are provided article published by oxford university press on behalf of the society for financial studies in its journal the review of financial studies

the empirical implications of the cox ingersoll ross theory of the term structure of interest rates the one factor version of the cox ingersoll and ross model of the term structure is estimated using monthly quotes on u s treasury issues trading from 1952 through 1983 using data from a single yield curve it is possible to estimate implied short and long term zero coupon rates and the implied variance of changes in short rates analysis of residuals points to a probable neglected tax effect the term structure of interest rates is important to economists because the relationship among the yields on default free securities that differ in their term to maturity reflects the information available to the market about the future course of events the expectations hypothesis the liquidity preference hypothesis hicks 10 and the market segmentation hypothesis culbertson 6 are theories of the term structure that predict little more than that the implied forward rate is either equal to or not equal to the expectation of future spot rates cox ingersoll and ross 5 cir model the term structure of interest rates in a competitive equilibrium context their model has elements in common with the earlier hypotheses of the term structure however the cir model has a rich class of empirical implications not only for the pricing of default free securities but also for the pricing of bond options callable bonds and other types of financial claims this paper examines the extent to which the model in its simplest one factor form is descriptive of the prices of u s treasury bills bonds and notes traded from 1952 to 1983 section i describes the model and the parsimonious representation of bond prices which it implies section ii describes the data and section iii outlines the preliminary results obtained by fitting the model to observed data the final section outlines directions for future research

temporal and spatial modelling of tropical deforestation a survival analysis linking satellite and household survey data we estimate a spatially explicit model of the forest clearance process among smallholder farmers in an agricultural frontier of southern mexico our analysis takes as its point of departure a simple utility maximising model that suggests many possible determinants of deforestation in an economic environment characterised by missing or thin markets hypotheses from the model are tested on a data set that combines a time series of satellite imagery with data collected from a survey of farm households whose agricultural plots were geo referenced using a global positioning system gps we implement a survival analysis to identify the effect of household level explanatory variables on the probability of deforestation this approach allows us to introduce a measure of the time until clearance as a covariate thereby affording a control for the effect of potentially important explanatory variables that vary through time but are not directly observable in addition to identifying several variables relevant for policy analysis including household demographics proximity to roads and government provision of agricultural support model results suggest that the deforestation process is characterised by non linear duration dependence with the probability of forest clearance first decreasing and then increasing with the passage of time

interest rate volatility the yield curve and the macroeconomy abstract this paper provides theory and evidence that a low dimensional term structure model can simultaneously price bonds and related options it shows that a component of volatility risk largely unrelated to the shape of the yield curve is a determinant of expected excess returns for holding long maturity bonds it also finds evidence for this return relationship both in the model and directly in the data through regression analysis the paper also identifies a link between corporate earnings performance and interest rate volatility providing a channel driving interest rate volatility the structure of risk in the model that gives rise to these features of volatility is distinct from that inherent in recent models with unspanned stochastic volatility

generalized methods of moments we provide a brief overview of applications of generalized method of moments in finance the models examined in the empirical finance literature especially in the asset pricing area often imply moment conditions that can be used in a straight forward way to estimate the model parameters without making strong assumptions regarding the stochastic properties of variables observed by the econometrician typically the number of moment conditions available to the econometrician would exceed the number of model parameters this gives rise to overidentifying restrictions that can be used to test the validity of the model specifications these advantages have led to the widespread use of the generalized method of moments in the empirical finance literature

fundamental properties of bond prices in models of the short term rate this article develops restrictions that arbitrage constrained bond prices impose on the short term rate process in order to be consistent with given dynamic properties of the term structure of interest rates the central focus is the relationship between bond prices and the short term rate volatility in both scalar and multidimensional diffusion settings typical relationships between bond prices and volatility are generated by joint restrictions on the risk neutralized drift functions of the state variables and convexity of bond prices with respect to the short term rate the theory is illustrated by several examples and is partially extended to accommodate the occurrence of jumps and default a standard approach to modeling the term structure of interest rates is to derive sets of arbitrage free bond prices using as an input an exogenously given short term rate process see e g vasicek 1977 and cox ingersoll and ross 1985 while this approach is widely used there is no theoretically sound work establishing systematic answers to such fundamental questions as when are bond prices a decreasing function of the shortterm rate when are bond prices a convex function of the short term rate are bond prices a decreasing function of the short term rate volatility this article demonstrates that it is possible to develop results addressing these questions in relation to all sets of economically admissible i e noarbitrage bond prices

hedging in the possible presence of unspanned stochastic volatility evidence from swaption markets this paper examines whether higher order multifactor models with state variables linked solely to underlying libor swap rates are by themselves capable of explaining and hedging interest rate derivatives or whether models explicitly exhibiting features such as unspanned stochastic volatility are necessary our research shows that swaptions and even swaption straddles can be well hedged with libor bonds alone we examine the potential benefits of looking outside the libor market for factors that might impact swaption prices without impacting swap rates and find them to be minor indicating that the swaption market is well integrated with the libor swap market

term structure movements and pricing interest rate contingent claims this paper derives an arbitrage free interest rate movements model ar model this model takes the complete term structure as given and derives the subsequent stochastic movement of the term structure such that the movement is arbitrage free we then show that the ar model can be used to price interest rate contingent claims relative to the observed complete term structure of interest rates this paper also studies the behavior and the economics of the model our approach can be used to price a broad range of interest rate contingent claims including bond options and callable bonds

a comparative evaluation of alternative models of the term structure of interest rates abstract in the paper alternative models of the term structure of interest rates are classified in two different approaches the no arbitrage and the general equilibrium approach it is maintained that the general equilibrium approach is superior on a theoretical ground for two main reasons first relevant variables such as the spot interest rate and the interest risk premium are endogenous second the relationship between the real and the financial side of the economy becomes a clear and important element in the understanding of the term structure as regards the applications however the advantages of the general equilibrium over the no arbitrage approach are not so clear the major role in the empiricil performance of alternative models is played by their ability to capture volatility at the current state of the literature there is no model that outperforms others in particular on the empirical side

the stochastic properties of term structure movements abstract the aim of this paper is to identify a stationary statistical model for treasury bill discount changes we find that the sample variance of discount changes are non stationary over short differencing intervals but stabilize as the intervals increase to quarterly or semi annual periods this result has important implications for pricing options and for analyzing the predictive properties of forward rates we show that the stochastic process structure leads to a downward revision in estimates of forward rate predictive power

floating rate notes and immunization as shown in several of those papers the appropriate immunizing duration is a function of the assumption regarding the stochastic process describing the man ner in which the term structure of interest rates changes the theory has been well developed for ordinary bonds this paper extends the existing literature on duration and immunization to a different type of security the floating rate note the floating rate note frn is a debt security in which coupon payments adjust according to changes in interest rates the coupons are closely tied to cur rent short term spot rates with the result that prices of frns are always at or near par value they became popular in this country in 1974 with a citieorp issue

fixed versus variable rate loans this paper discusses the nature of fixed and variable loan contracts and derives the conditions which determine the optimal quantity of each the results indicate that the payoff functions are quite different and dependent upon the project financed the appropriate conditions for the allocation of loan terms to a set of borrowers are then developed finally the analysis derives the optimal portfolio frontier and risk return trade off for the banking firm here it is demonstrated that the solution is unlikely to be at a point of zero interest rate risk

evaluation of callable bonds finite difference methods stability and accuracy the purpose of this paper is to evaluate numerically the semi american callable bond by means of finite difference methods this study implies three results first the numerical error is greater for the callable bond price than for the straight bond price and too large for real applications secondly the numerical accuracy of the callable bond price computed for the relevant range of interest rates depends entirely on the finite difference scheme which is chosen for the boundary points thirdly the boundary scheme which yields the smallest numerical error with respect to the straight bond does not perform best with respect to the callable bond the callable bond is a straight coupon bond with the provision that allows the debtor to buy back or to call the bond for a specified amount the call price plus the accrued interest since the last coupon date at some time the call date s during the life of the bond three types of callable bonds can be observed in financial markets the american callable bond may be repurchased at any time on or before the final redemption day in contrast to the european or semi american counterparts which may only be called at one or several specific dates respectively in the case of semi american bonds the debtor gives the bondholder two months notice the callable bond can be viewed as a compound security which consists of an otherwise identical straight bond and of an embedded call option which is not traded and the price of which is therefore not observable the embedded call option which is written on the underlying straight bond can be viewed as being sold by the initial

the returns and risk of alternative put option portfolio investment strategies this paper is the second in a series of analyses we have prepared based on simulations of a variety of portfolio strategies over a significant period of time the first of these analyses examined the fully covered call option writing strategy and the buying strategy which combines purchase of call options and commercial paper in the study presented here we examine the uncovered put writing strategy and the buying strategy which combines the purchase of put options and the underlying stocks as a preface to the simulations we analyze the quantitative discrepancies between the parity model of put pricing and a model which takes into account the possibility of early exercise of the put in connection with this analysis we simulate the returns to the conversion strategy which combines the purchase of put options and the underlying stocks with the simultaneous sale of the corresponding call options as in our earlier paper on call option strategies we find in this study that investors can use uncovered putoption writing and protective put optionbuying strategies to produce patterns of returns for investment portfolios not reproducible by any simple strategy of combining stock with fixed income securities put options are viewed as term insurance insuring against a loss in value of underlying stock investors sell insurance by using the uncovered put writing strategies and investors buy insurance protecting the value of stocks within a portfolio by using protective put optionbuying strategies no put strategy or call strategy can dominate any other strategy if options are priced correctly although there is no single best strategy for all investors they are not indifferent among strategies because the patterns of returns differ we therefore show these important patterns of returns on put option strategies not only using single stocks but also using portfolios of stocks this research was financed in part by grants from donaldson lufkin jenrette new york the center for research in security prices university of chicago and the national science foundation washington d c 1 merton scholes and gladstein 1978 in the present paper all references to our earlier paper are to this study

paying for the hydrological services of mexico s forests analysis negotiations and results abstract mexico faces both high deforestation and severe water scarcity the payment for hydrological environmental services psah program was designed to complement other policy responses to the crisis at the interface of these problems through the psah the mexican federal government pays participating forest owners for the benefits of watershed protection and aquifer recharge in areas where commercial forestry is not currently competitive funding comes from fees charged to water users from which nearly us 18 million are earmarked for payments of environmental services applicants are selected according to several criteria that include indicators of the value of water scarcity in the region this paper describes the process of policy design of the psah the main actors involved in the program its operating rules and provides a preliminary evaluation one of the main findings is that many of the program s payments have been in areas with low deforestation risk selection criteria need to be modified to better target the areas where benefits to water users are highest and behavior modification has the least cost otherwise the program main gains will be distributive but without bringing a pareto improvement in overall welfare

poverty policies and deforestation the case of mexico this study examines the determinants and policy implications of deforestation in mexico and includes a brief review of the relevant empirical literature and a description of the theoretical model land use patterns and socioeconomic and physiogeographic factors are determinants data were obtained from digital maps of land use and soils and the 1990 population and 1991 agricultural censuses a simple 2 period equation formalizes the relationship between deforestation and poverty government policies and local land tenure in period 1 representative producers in municipalities have 4 options in allocating labor time wage generation agricultural production deforestation on land without clear property rights and investment in technology during period 2 the options are to farm on available land and deforested areas or work in the wage sector findings reveal that 1 communal land tenure ownership by the ejido did not increase deforestation 2 pricing that favors maize production which is very land intensive increased deforestation and technical assistance reduced deforestation and 3 poverty was related to higher rates of deforestation prices were the most important immediate factor in unsustainable resource use but other factors had an impact the government policy mix did not support sustainable development reduced subsidies would benefit the environment the government should provide safety nets to increase the level of rural investment and reduce poverty and should improve land productivity with technical inputs trade liberalization and elimination of subsidies should be sensitive to the poors need for real wages

a theory of the nominal term structure of interest rates a model of the nominal term structure of interest rates is developed that has a positive and stationary process for the interest rate and delivers closed form expressions for the prices of discount bonds and european options on bonds unlike the one state variable version of the cox ingersoll and ross 1985 model this model even in its one state variable version allows the term premium to change sign as a function of the state and the term to maturity and also allows for shapes of the yield curve that are observed in the u s data but that are disallowed in the cox ingersoll and ross model article published by oxford university press on behalf of the society for financial studies in its journal the review of financial studies

time dependent variance and the pricing of bond options in this paper we develop a model for valuing debt options that takes into account the changing characteristics of the underlying bond by assuming that the standard deviation of return is proportional to the bond s duration the resulting model uses the bond price as the single state variable and thus preserves much of the simplicity and robustness of the black scholes approach the paper provides comparisons between option prices computed using this model and those using the black scholes and brennan and schwartz models the last decade has seen a dramatic increase in the volatility of bond markets leading to a growing interest in financial instruments that can be used to hedge this risk thus in the u s canada and the u k there has been a proliferation of new interest rate dependent securities such as bond futures options on bonds options on bond futures swap agreements and bonds with option features such as callability putability retractability and so forth with the development of these markets the problems of valuation and the derivation of the hedging strategies have become subjects of increasing importance to both practitioners and academics several valuation methods have been suggested in the literature but so far no consensus has emerged as to the best solution to these problems the simplest approach to the valuation of debt options and probably the most widely used in practice is the black scholes model 3 this method originally developed for the valuation of stock options assumes that the variance of the rate of return on the underlying security is constant while this assumption is plausible for common stocks it is clearly unreasonable for bonds with a finite maturity the distinctive feature of the problem of debt option valuation is that the characteristics of the underlying asset change over time because the price is constrained to converge to the face value of the bond at maturity a second drawback of the black scholes approach is that it assumes a constant short term interest rate an assumption that is clearly inconsistent with stochastic returns on bonds in spite of these problems the black scholes model has been frequently used in practice to value debt options because of its overwhelming simplicity in comparison with other available methods

currency hedging for international portfolios this paper examines the benefits from currency hedging both for speculative and risk minimization motives in international bond and equity portfolios the riskreturn performances of globally diversified portfolios are compared with and without forward contracts over the period 1974 to 1990 inclusion of forward contracts results in statistically significant improvements in the performance of unconditional portfolios containing bonds conditional strategies are also implemented both in sample and out of sample and are shown to both significantly improve the risk return tradeoff of global portfolios and to outperform unconditional hedging strategies whether international portfolios should be hedged against currency risks is the subject of an active debate the theoretical side of the debate has been closely associated with two strands in the academic literature international asset pricing and optimal hedging in the futures markets in the international asset pricing model iapm of solnik 1974 optimal portfolios contain positions in forward contracts or equivalently foreign currency denominated bills these positions which can differ from the positions in foreign stocks have since been termed hedges black 1990 shows that under additional assumptions the hedge ratios should be identical for all investors regardless of their nationality universality and that investors should never fully hedge their foreign currency exposures similarly theoretical models from the futures literature produce demands for hedging instruments that contain both speculative and hedging components the empirical issue unanswered so far is whether adding forward contracts to international portfolios significantly improves the risk return profile of global investments empirical research has barely begun to respond to the challenges of theoretical models there exists little empirical evidence on either the relevance of black s universal hedge ratios or the optimality of hedge ratios less than one instead researchers have concentrated on the benefits of fully hedging exchange risk for example eun and resnick 1988 indicate that stock portfolios perform better when fully hedged but offer no statistical tests

measuring financial asset return and volatility spillovers with application to global equity markets we provide a simple and intuitive measure of interdependence of asset returns and or volatilities in particular we formulate and examine precise and separate measures of return spillovers and volatility spillovers our framework facilitates study of both non crisis and crisis episodes including trends and bursts in spillovers and both turn out to be empirically important in particular in an analysis of sixteen global equity markets from the early 1990s to the present we find striking evidence of divergent behavior in the dynamics of return spillovers vs volatility spillovers return spillovers display a gently increasing trend but no bursts whereas volatility spillovers display no trend but clear bursts

stochastic volatility movements in short term interest rates and bond option values abstract two classes of models for pricing interest rate contingent claims are compared the first contains standard single factor models while the second includes stochastic volatility variants of these it is demonstrated that incorporating stochastic volatility significantly improves the ability of the models to fit movements in short term interest rates the fundamental reason for this is that standard univariate models do not generate enough conditional heteroskedasticity the models are also compared on the basis of bond option prices when each is constrained to fit a particular yield curve the results suggest that stochastic volatility models will typically produce lower option values than corresponding single factor models particularly for near the money to deep out of the money options this is because estimated historical volatilities are significantly lower under stochastic volatility when single factor models are constrained to the same level of volatility as implied by stochastic volatility models in most cases the pricing differences become minor

information trade and derivative securities hellwig s 1980 model is used to analyze the value of improving trading opportunities by more frequent trading in the underlying asset or by trading in a derivative asset with multiple trading sessions uninformed investors behave as rational trend followers while more informed investors follow a contrarian strategy as trading becomes continuous pareto efficiency is achieved with trading in an appropriate derivative security pareto efficiency may be achieved in only a single round of trading all derivative claims are then priced on black and scholes 1973 principles and in the absence of further supply shocks no trading will take place in subsequent trading rounds article published by oxford university press on behalf of the society for financial studies in its journal the review of financial studies

corrections and additions to a nonlinear equilibrium model of the term structure of interest rates abstract longstaff 1989 introduces a new process for the short rate of interest he claims to derive the zero coupon bond pricing formula and state transition density for his model we demonstrate that longstaff s pricing formula is not the solution to the pricing problem which he poses the source of his error is a failure to properly account for a boundary condition we introduce a new model economy and derive a new endogenous interest rate process and find the green s function and the price of a zero coupon bond for our model economy

the term structure of expected recovery rates there is widespread agreement that corporate debts recovery rates are time varying but empirical work in this area is limited we show that the joint information from the term structure of senior and subordinate credit default swaps can identify the level and the dynamics of recovery rates we estimate a reduced form no arbitrage model on 46 firms across different industries we find that the term structure of expected recovery rates is on average downward sloping however an inversion occurs during the 2008 crisis suggesting the market expects higher recoveries conditional on short term survival the inversion is more pronounced for firms in distressed industries

common property and collective action in economic development abstract a fundamental issue in many ldcs is the degree to which natural resource mismanagement is caused by common property arrangements this view has led to widespread attempts to privatize forests rangelands and water resources many of these efforts have failed to stop overuse and have contributed to inequality in resource distribution this paper seriously questions this approach and describes a number of reasons why common property may continue to be both efficient and equitable complementing and combining with private rights in a way consistent with the resource endowments of village economies a theoretical approach is outlined showing that the tragedy of the commons is an unsatisfactory model of common property an alternative model is presented together with a call for research into institutional alternatives in resource management

prosocial behavior and incentives evidence from field experiments in rural mexico and tanzania abstract incentive based schemes for natural resource conservation are based on the premise that offering payments to groups of land users will motivate them to organize collectively to provide environmental services in contrast research from behavioral economics shows that introducing monetary incentives can undermine collective action that is motivated by social norms in such a case payment could have perverse impacts in view of this dichotomy we conducted choice and field experiments in rural mexico and tanzania to test the response of prosocial behavior to incentives the field experiments involved voluntary participation in real communal tasks under different incentive structures findings suggest that payments help raise participation where people are otherwise uninterested but that participation in communal tasks can be high irrespective of the incentive if social norms favoring participation are present in tanzania high individual payments do not undermine participation although they appear to reduce people s satisfaction from the task relative to when there is no payment in mexico group payments made through village authorities yield lower participation where people distrust leaders challenges to conducting field experiments in our research settings limit what we can conclude from our work but the findings raise important points and suggest areas for further research

the volatility of short term interest rates an empirical comparison of alternative models of the term structure of interest rates we estimate and compare a variety of continuous time models of the short term riskless rate using the generalised method of moments we find that the most successful models in capturing the dynamics of the short term interest rate are those that allow the volatility of interest rate changes to be highly sensitive to the level of the riskless rate a number of well known models perform poorly in the comparisons because of their implicit restrictions on term structure volatility we show that these results have important implications for the use of different term structure models in valuing interest rate contingent claims and in hedging interest rate risk

the currency hedging decision a search for synthesis in asset allocation many asset allocation and liability management decisions are controversial but the decision that frequently generates the most debate is the currency hedging decision strong feelings on currency exposure policy are usually based on the conviction that currency exposures should be determined by a simple mechanical process but not everyone advocates the same process a survey of the leading proposals to simplify the currency management process suggests that a baseline currency policy may lend itself to some mechanical rules but the rules are more complex than any of the widely advocated currency hedging policies suggest equity and fixed income managers as well as asset allocators will find currency issues easier to understand if they view currencies as they would view any other financial instrument the importance of currency management is clearer if a manager and client start from a 50 50 hedged unhedged currency benchmark and if currency and money market returns are combined the combination of currency and money market returns strips primary currency movements from stock and bond returns clarifying intermarket correlations and creating synthetic stock and bond futures portfolios no one can harbor illusions that this study or any similar effort can completely eliminate currency hedging controversies the argument has gone on too long and too many positions are ossified nonetheless most practitioners can understand the strengths and weaknesses of the various currency hedging viewpoints and the assumptions behind them can be evaluated dispassionately this dispassionate evaluation leads to a baseline currency policy but not to a rigid prescription for currency hedging designed to satisfy the demand for a simple rule the policy suggests an approach that can help a manager measure the cost or risk of a specific currency com

asymmetric volatility transmission in international stock markets abstract the transmission mechanism of price and volatility spillovers across the new york tokyo and london stock markets is investigated the asymmetric impact of good news market advances and bad news market declines on volatility transmission is described by an extended multivariate exponential generalized autoregressive conditionally heteroskedastic egarch model using daily open to close returns we find strong evidence that volatility spillovers in a given market are much more pronounced when the news arriving from the last market to trade is bad a before and after october 1987 crash analysis reveals that the linkages and interactions among the three markets have increased substantially in the post crash era suggesting that national markets have grown more interdependent

an optimizing analysis of the effects of world interest disturbances on the open economy term structure of interest rates abstract this paper studies the effects of world interest rate disturbances on the real domestic term structure of interest rates an intertemporal optimizing representative agent framework with variable employment and endogenous terms of trade is developed the economy faces an external borrowing constraint the adjustment of the short and long term rates as well as the discount bond yield curve is distinguished with the long rate and the yield curve derived recursively from the short both permanent and temporary world interest shocks are considered a notable result is that the yield curve exhibits relative maxima and minima for temporary disturbances

single factor heath jarrow morton term structure models based on markov spot interest rate dynamics this paper considers the class of heath jarrow morton term structure models where the spot interest rate is markov and the term structure at time t is a function of time maturity and the spot interest rate at time t a representation for this class of models is derived and i show that the functional forms of the forward rate volatility structure and the initial forward rate curve cannot be arbitrarily chosen i provide necessary and sufficient conditions indicating which combinations of these functional forms are allowable i also derive a partial differential equation representation of the term structure dynamics that does not require explicit modeling of both the market price of risk and the drift term for the spot interest rate process using the analysis presented in this paper a class of intertemporal term structure models is derived

dynamic models of the term structure in the past 25 years tremendous progress has been made in modeling the dynamics of the term structure of interest rates which play an instrumental role in determining prices and hedging portfolios of fixed income derivative securities this article reviews the theoretical development of the dynamic models of the default free term structure and their applications in pricing interest rate options classic models sometimes termed equilibrium models and their multifactor extensions are outlined these models provide clear economic intuitions connecting the term structure with economic fundamentals they also lay a foundation for the framework of the arbitrage models that price interest rate derivatives on the basis of the market prices of bonds this framework has been expanded and enriched by recent advances in directly modeling observable market rates through the market models and in incorporating an internally consistent correlation structure through the infinite dimensional models

currency options and the optimal hedging of contingent foreign exchange exposure foreign exchange transaction exposures over the complete range of probabilities as well the optimal forward and option hedge alternatives three utility functions are used covering a wide range of risk postures in marked contrast with the virtually universal endorsement of option hedging contingent exposures to be found in the financial management literature our results indicate that options have little if any useful role to play in the hedging of transaction exposures of any sort

pricing interest rate derivative securities this article shows that the one state variableinterest rate models of vasicek 1977 and cox ingersoll and ross 1985b can be extended sothat they are consistent with both the current termstructure of interest rates and either the currentvolatilities of all spot interest rates or the currentvolatilities of all forward interest rates theextended vasicek model is shown to be very tracta ble analytically the article compares option pricesobtained using the extended vasicek model withthose obtained using a number of other models

the effect of the term auction facility on the london interbank offered rate abstract the term auction facility taf the first auction based liquidity initiative by the federal reserve during the global financial crisis was aimed at improving conditions in the dollar money market and bringing down the significantly elevated london interbank offered rate libor the effectiveness of this innovative policy tool is crucial for understanding the role of the central bank in financial stability but academic studies disagree on the empirical evidence of the taf effect on libor we show that the disagreement arises from mis specifications of econometric models regressions using the daily level of the libor ois spread as the dependent variable miss either the permanent or temporary taf effect depending on whether the dummy variable indicates the events of the taf or the regimes before and after an taf event those regressions also suffer from the unit root problem and produce unreliable test statistics by contrast regressions using the daily change in the libor ois spread are robust to the persistence of the taf effect and the unit root problem consistently producing reliable evidence that the downward shifts of the libor ois spread were associated with the taf the evidence indicates the efficacy of the taf in helping the interbank market to relieve liquidity strains

back testing the performance of an actively managed option portfolio at the swedish stock market 1990 1999 we build an investment model based on stochastic programming in the model we buy at the ask price and sell at the bid price we apply the model to a case where we can invest in a swedish stock index call options on the index and the risk free asset by reoptimizing the portfolio on a daily basis over a ten year period it is shown that options can be used to create a portfolio that outperforms the index with ex post analysis it is furthermore shown that we can create a portfolio that dominates the index in terms of mean and variance i e at given level of risk we could have achieved a higher return using options

the monotonicity of the term premium abstract fama s evidence that the term premium on treasury securities is not monotonically increasing is found to depend entirely on the behavior of bid asked mean returns on 9 and 10 month bills and only during the subperiod 8 64 12 72 when transactions costs as reflected in the bid asked spread are taken into account there is found to be no way to exploit this non monotonicity the anomalous behavior of the quotations is attributed to the treasury s auctions of 9 month bills during the period 9 66 10 72 the hypothesis that the term premium is a monotonically increasing function of maturity remains unrefuted

asset pricing under the quadratic class we identify and characterize a class of term structure models where bond yields are quadratic functions of the state vector we label this class the quadratic class and aim to lay a solid theoretical foundation for its future empirical application we consider asset pricing in general and derivative pricing in particular under the quadratic class we provide two general transform methods in pricing a wide variety of fixed income derivatives in closed or semi closed form we further illustrate how the quadratic model and the transform methods can be applied to more general settings i introduction we identify and characterize a class of term structure models where bond yields are quadratic functions of the markov process we label this class the quadratic class and aim to lay a solid theoretical foundation for its future empirical application we identify the necessary and sufficient conditions for the quadratic class and consider the general asset pricing problem under the quadratic framework in particular we propose two transform methods to price a wide variety of interest rate derivatives in closed or semi closed form we further illustrate how the pricing methods can be applied to more general settings examples include option pricing for currencies or stocks with quadratic stochastic volatilities our interests in the quadratic class come mainly from concerns on empirical application recent empirical research within the affine framework of duffie and kan 1996 indicates an inherent tension between i delivering good empirical performance in matching salient features of the interest rate data and ii excluding positive probabilities of having negative interest rates for example backus telmer and wu 1999 and dai and singleton 2000 find that incorporating gaussian state variables in the affine framework significantly increases the flexibility for model design and greatly improves its empirical performance in capturing the conditional dynamics of interest rates dai and singleton 2001

recent advances in estimating term structure models in the past 10 years increasingly sophisticated statistical techniques have been applied to the estimation of increasingly complex models of the term structure of interest rates in reviewing this literature we highlight the facts that have been established and the key unresolved issues the data indicate that within a wide range of interest rates mean reversion in rates is at best weak whether mean reversion is stronger for very high or very low levels of rates is an unresolved issue the absolute volatility of rates increases as the level of rates increases but the strength of this effect and the role and nature of either stochastic volatility or regime switching components in rates are still unclear unfortunately these unresolved issues have important implications for fixed income option pricing and risk measurement including value at risk calculations

spanning and completeness in markets with contingent claims abstract we characterize financial markets that are complete or that contain portfolios which span all measurable functions of a particular asset payoffs either finite and infinite dimensional these results are then employed to describe the extent to which options trading is sufficient to complete markets to investigate the existence of efficient funds and to establish the extent of market completeness required to ensure the unanimity and irrelevance results of modern corporation finance

explaining forest transitions the role of governance abstract we analyze how governance may influence competing land uses for forests and thus the occurrence of forest transitions across different low and middle income countries we develop a model of competing land uses that allows for governance to impact the risk of future versus current agricultural and forested land allocations the resulting hypothesis on the relationship between governance and the likelihood of a forest transition is then tested using cross country data the empirical analysis offers strong support for the competing land use framework and indicates that rule of law forest policy and regulatory quality influence forest transitions these findings inform not only the ongoing debate on forest transitions but also policy options for managing such transitions in developing economies

time varying term premia and traditional hypotheses about the term structure empirical evidence of time varying term premia in bond returns is frequently interpreted as evidence against the expectations hypothesis this paper shows that the expectations hypothesis can actually imply time varying term premia if the time frame for which the expectations hypothesis holds differs from the return measurement period furthermore many of the properties of these term premia are consistent with those of observed term premia these results are important because they imply that the case against the expectations hypothesis is weaker than claimed in the empirical literature many recent studies have presented empirical evidence that term premia in bond returns are time varying for example fama and bliss 1987 document that term premia in treasury bond returns vary reliably through time and can be forecast using the information in forward rates similar evidence of variation through time in term premia is given by shiller 1979 startz 1982 shiller campbell and schoenholtz 1983 fama 1984 mankiw 1986 shiller 1986 campbell 1987 engel lilien and robins 1987 shiller and mcculloch 1987 froot 1989 simon 1989 and others these empirical results have been interpreted in the literature as strong evidence against the expectations hypothesis eh 1 the reason for this interpretation is the widely held view that the eh is consistent only with term premia that are constant through time 2 in this paper we show that the eh need not imply constant term premia specifically we present an example in which an important form of the eh implies nonzero term premia that vary randomly through their dependence on the volatility of the term structure we show that the variation in these term premia can be significant relative to the variation in expected returns for longer maturity bonds furthermore we show that these term premia are directly related to the forward spot rate differential the key insight of this example is that the empirical implications of the eh depend critically on the length of the period over which the eh is assumed to hold if this interval is shorter than the period over which bond returns are measured aggregation over time can induce rich patterns of variation in observable term premia

pricing interest rate derivatives a general approach the relationship between affine stochastic processes and bond pricing equations in exponential term structure models has been well established we connect this result to the pricing of interest rate derivatives if the term structure model is exponential affine then there is a linkage between the bond pricing solution and the prices of many widely traded interest rate derivative securities our results apply to m factor processes with n diffusions and l jump processes the pricing solutions require at most a single numerical integral making the model easy to implement we discuss many options that yield solutions using the methods of the article

general equilibrium real and nominal interest rates we derive the general equilibrium short term real and nominal interest rates in a monetary economy affected by technological and monetary shocks and where the price level dynamics is endogenous assuming fairly general processes for technology and money supply we show that an inherent feature of our equilibrium is that any real variable dynamics in particular that of the short term real interest rate is driven by both monetary and real factors this money non neutrality is generic as it does not stem from any friction such as price stickiness or from a particular utility function non neutrality obtains because the ex ante cost of real money holdings is random due to inflation uncertainty we then analyze in depth a specialized version of this economy in which the state variables follow square root processes and the representative investor has a log separable utility function the short term nominal rate dynamics we obtain encompasses most of the dynamics present in the literature from vasicek and cir to recent quadratic and more generally non linear interest rate models moreover our results pave the way to several new nominal term structures

exchange rate exposure hedging and the use of foreign currency derivatives abstract we examine whether firms use foreign currency derivatives for hedging or for speculative purposes using a sample of s p 500 nonfinancial firms for 1993 we find evidence that firms use currency derivatives for hedging as their use significantly reduces the exchange rate exposure firms face we also find that while the decision to use derivatives depends on exposure factors i e foreign sales and foreign trade and on variables largely associated with theories of optimal hedging i e size and r d expenditures the level of derivatives used depends only on a firm s exposure through foreign sales and trade

discrete time valuation of american options with stochastic interest rates we develop an arbitrage free discrete time model to price american style claims for which domestic term structure risk foreign term structure risk and currency risk are important this model combines a discrete version of the heath jarrow and morton 1992 term structure model with the binomial model of cox ross and rubinstein 1979 it converges weakly to the continuous time models in amin and jarrow 1991 1992 the general model is path dependent and can be implemented with arbitrary volatility functions to value claims with maturity up to five years the model is illustrated with applications to long dated american currency warrants and a cross rate swap from the quanto class article published by oxford university press on behalf of the society for financial studies in its journal the review of financial studies

stochastic processes for interest rates and equilibrium bond prices default free bonds represent in essence money sold forward the investor gives dollars say to the government now in exchange for a contract which promises to pay with probability one a given number of dollars at maturity and possibly a stream of intermediate coupon payments prior to maturity only recently have financial economists begun to examine the pricing of those bonds in a portfolio context in that framework nominal liquidity premiums or risk premiums on long term default free bonds are attributable to uncertainty about taste technological and price level changes which may occur prior to maturity of the bonds and prior to each coupon payment if any to the extent that the investor is unable to diversify away that uncertainty there is a systematic risk attached to the marginal utility which he or she can derive from the use in consumption or investment of the dollar payoffs on the bonds in some term structure models the instantaneous or short term rate of interest denoted here as a function of time t by r t in nominal terms and r t in real terms can be taken as a sufficient statistic1 for the source of systematic uncertainty about the marginal utility of the proceeds to be derived from defaultfree bonds maturing beyond the next instant e g merton 1974 vasicek 1977 cox ingersoll and ross 1977 specific assumptions about tastes technology and utility functions lead to specific equilibrium stochastic processes for the instantaneous short term riskless rate and longer term bond prices which are modelled as functionally dependent upon maturity and that short term riskless rate if a closed form solution exists for the long term bond price as a function of maturity and the short term interest rate it will be conditional inter alia on the parameters of the stochastic process for that short term rate marsh 1981 proposed that the closed form solutions could be tested in terms of the restrictions implied cross sectionally on the parameters of the time series process for the returns or prices of longer term bonds each with a given term to maturity for an analogy outside the term structure literature think of the closed form solution given by black and scholes 1972 for the price of an option on a nondividend paying stock with lognormal price dynamics given the model the cross section of time series for the changes in prices for each of the several options written on the same stock are not unrestricted their dispersion is functionally linked to the same volatility parameter for the stock price thus the option model including

is complete hedging optimal for international bond portfolios over the 1980s however non u s investors could have lowered their international portfolios risks by taking on some currency exposure for these investors the benefits of diversification across currencies more than offset the cost of the currencies volatilities evidently the free lunch argument misses something and investors should be concerned that the missing link might change across countries or over time

integrated dynamic models for hedging international portfolio risks abstract we develop scenario based stochastic programming models for hedging the risks of international portfolios using options the models provide increasing level of integration in managing market and foreign exchange fx risks we start with a single stage model with currency options for selective hedging of fx risks while market risk is addressed through diversification we add stock options to hedge market risks and add quantos and currency options to develop an integrated model using an innovative method to price quantos on the scenario tree underpinning the stochastic program the models are extended to multi stage settings backtesting on market data over a 14 year period that includes the global financial crisis of 2008 we demonstrate the effectiveness of taking increasingly integrated views of risk management simultaneous hedging of market and fx risks using stock and currency options has the best ex post performance the differences are economically significant and statistical significance is established through rigorous hypothesis testing the models are particularly effective during the crisis test results show that two stage models outperform their single stage counterparts regardless of the hedging strategy

the drivers of financial globalization over the past decade emerging markets have accounted for a growing fraction of world gdp and international trade reflecting fast growth in china and india but also strong economic performance across the board and the spec tacular increase in foreign exchange reserve holdings the growing importance of sovereign wealth funds and the pattern of global imbal ances more generally suggest that these coun tries are also playing a major role in financial globalization

asset allocation with correlation a composite trade off abstract we assess the ability of minimum variance portfolio allocation strategies accounting for time varying correlation between assets to provide performance benefits relative to an equally weighted portfolio prior to transaction costs correlation based strategies emphatically outperform the equally weighted benchmark this finding is strongest for short horizon correlation forecasts and attributed to dynamic correlation as opposed to variance forecasts thus estimation error is not found to be the primary obstacle to successful portfolio optimization rather frequent rebalancing and associated transaction costs pose a significant challenge limiting portfolio turnover through short selling restrictions and greater rebalancing error tolerance results in regular outperformance of the correlation based strategies even for large transaction costs taken together these findings provide evidence of a trade off between optimal portfolio performance forecasting horizon rebalancing frequency and transaction costs