bluuebunny/crossref_metadata_2025_split huggingface dataset:
Oh, what a beautiful Mormon: Rodgers and Hammerstein, intertextuality and The Book of Mormon
Authors: Rush Adam 
Published: September 2017

Abstract
The 2011 musical The Book of Mormon has been widely recognized for its inclusion of intertextual references. From nods to Star Wars and The Lion King to Bye, Bye Birdie and The Music Man, the production fashions a bricolage of references to a diverse collection of existing texts from across a range of media. One primary source of such referencing, and the focus of this article, is the canon of musicals of Richard Rodgers and Oscar Hammerstein II. Although the genealogy between The Book of Mormon and the often comforting musicals of Rodgers and Hammerstein is not an obvious one, this article analyzes the manner in which the production parallels both The Sound of Music (1959) and The King and I (1951), in terms of narrative in the former, and in terms of orientalist depictions in the latter. In doing so, it explores the production’s reliance on existing materials to put forward the claim that intertextuality is central to an audience’s interpretation and reception of this popular musical.
‘Tomorrow Belongs to Me’: The journey of a show tune from Broadway to Rechtsrock
Authors: Scheiblhofer Susanne 
Published: September 2017

Abstract
This study traces the reception history of the song ‘Tomorrow Belongs to Me’ from Cabaret (1966). The dramaturgical context of the song, Kander and Ebb’s pastiche style, Lotte Lenya’s involvement and Bob Fosse’s film adaptation have all contributed to the song’s re-contextualization and perception as an authentic Nazi hymn. Despite its origin as a show tune by two gay, Jewish Broadway veterans, artists from the Rechtsrock music scene have claimed the song. Drawing on Ingrid Monson’s concepts of ‘perceptual agency’ and ‘intermusicality’, this article reconciles different readings of the song lyrics. The complete liberation of the text from authorial intention in this case study raises important questions about reader agency, forms of censorship and the role of the artist.
Book Reviews
Authors: Banfield Stephen , Westover Jonas , Buchman Andrew 
Published: September 2017

Abstract
British Musical Theatre Since 1950, Robert Gordon, Olaf Jubin and Millie Taylor (2016) London: Bloomsbury, 274 pp., ISBN: 9781472584373, h/bk; ISBN: 9781472584366, p/bk, £21.99; ISBN: 9781472584397, ePDF; ISBN: 9781472584380, ePub
A Cole Porter Companion, Don M. Randel, Matthew Shaftel and Susan Forscher Weiss (eds) (2016) Urbana, Chicago and Springfield: University of Illinois Press, 372 pp., ISBN: 9780252040092, h/bk, 9780252081583; p/bk, $34.95
Stephen Sondheim and the Reinvention of the American Musical, Robert L. McLaughlin (2016) Jackson: University Press of Mississippi, 301 pp., ISBN: 9781496808554, h/bk, $65
Fixating on the Stasis of Fact: Debating “Having It All” in U.S. Media
Authors: Kornfield Sarah 
Published: September 2017

Abstract
Drawing on stasis theory, this essay explores how the debate frame functions within U.S. journalism. Using the news coverage of Marissa Mayer’s coinciding pregnancy and promotion to Yahoo! CEO and the reportage of Hillary Clinton’s upcoming grandchild during the 2016 precampaign as case studies, I develop a two-part argument. First, by analyzing the rhetorical mechanisms within this media debate, I demonstrate how the debate frame makes facts themselves infinitely debatable, thereby stagnating this public debate at the stasis of fact. This ultimately perpetuates the “having it all” debate—and its sexist assumptions. Second, I consider the escape routes out of this dominant discourse, analyzing how arguments maneuver beyond the stasis of fact to consider policy reforms regarding women in the workplace.
Breast internal dose measurements in a physical thoracic phantom
Authors: Silva Sabrina Donato da , Oliveira Márcio Alves de , Castro André Lima de Souza , Dias Humberto Galvão , Nogueira Luciana Batista , Campos Tarcisio Passos Ribeiro de 
Published: September 2017

Radiotherapy is a cancer treatment intended to deposit the entire prescribed dose homogeneously into a target volume in order to eliminate the tumor and to spare the surrounding healthy tissues. This paper aimed to provide a dosimetric comparison between the treatment planning system (TPS) ECLIPSE from Varian Medical Systems and the internal dosimetric measurements in a breast phantom. The methodology consisted in performing a 3D conformal radiotherapy planning with two tangential opposite parallel fields applied to the synthetic breast in a thoracic phantom. The irradiation was reproduced in the Varian Linear accelerator, model SL – 20 Precise, 6 MV energy. EBT2 Radiochromic films, placed into the glandular equivalent tissue of the breast, were used to measure the spatial dose distribution. The absorbed dose was compared to those values predicted by the treatment planning system; besides, the dosimetric uncertainties were analyzed. The modal absorbed dose was in agreement with the prescribed value of 180 cGy, although few high dose points between 180 and 220 cGy were detected. The findings suggested a non-uniform dose distribution in the glandular tissue of the synthetic breast, similar to those found in the TPS, associated with the irregular anatomic breast shape and presence of inhomogeneities next to the thoracic wall generated by the low lung density.
On the first Zagreb index and multiplicative Zagreb coindices of graphs
Authors: Das Kinkar Ch. , Akgunes Nihat , Togan Muge , Yurttas Aysun , Cangul I. Naci , Cevik A. Sinan 
Published: September 2017

Abstract
For a (molecular) graph G with vertex set V (G) and edge set E(G), the first Zagreb index of G is defined as , where dG(vi) is the degree of vertex vi in G. Recently Xu et al. introduced two graphical invariants and named as first multiplicative Zagreb coindex and second multiplicative Zagreb coindex, respectively. The Narumi-Katayama index of a graph G, denoted by NK(G), is equal to the product of the degrees of the vertices of G, that is, NK(G) = . The irregularity index t(G) of G is defined as the number of distinct terms in the degree sequence of G. In this paper, we give some lower and upper bounds on the first Zagreb index M1(G) of graphs and trees in terms of number of vertices, irregularity index, maxi- mum degree, and characterize the extremal graphs. Moreover, we obtain some lower and upper bounds on the (first and second) multiplicative Zagreb coindices of graphs and characterize the extremal graphs. Finally, we present some relations between first Zagreb index and Narumi-Katayama index, and (first and second) multiplicative Zagreb index and coindices of graphs.
Fuzzy soft set approach to ideal theory of regular AG-groupoids
Authors: Feng Feng , Khan Madad , Leoreanu-Fotea Violeta , Anis Saima , Ajaib Nadeem 
Published: September 2017

Abstract
This paper aims to apply fuzzy sets and soft sets in combination to investigate algebraic properties of regular AG-groupoids. We initiate (∈γ; ∈γ qδ)-fuzzy soft left ideals (right ideals, bi-ideals and quasi-ideals) over AG-groupoids and explore some related properties. Moreover, we give a number of characterizations for regular AG-groupoids by virtue of various types of fuzzy soft ideals over them.
Matkowski theorems in the context of quasi-metric spaces and consequences on G-metric spaces
Authors: Karapιnar Erdal , Roldán-López-de-Hierro Antonio-Francisco , Samet Bessem 
Published: September 2017

Abstract
In this paper, we prove the characterization of a Matkowski's theorem in the setting of quasi-metric spaces. As a result, we observe that some recent fixed point results in the context of G-metric spaces are
consequences of our main result.
A Parametric Network Approach for Concepts Hierarchy Generation in Text Corpus
Authors: Sângeorzan L. S. , Parpalea M. M. , Parpalea M. 
Published: September 2017

Abstract
The article presents a preflow approach for the parametric maximum flow problem, derived from the rules of constructing concepts hierarchy in text corpus. Just as generating a taxonomy can be equivalently reduced to ranking concepts within a text corpus according to a defined criterion, the proposed preflow bipush-relabel algorithm computes the maximum flow - the optimum ow that respects certain ranking constraints. The parametric preflow algorithm for generating two level concepts hierarchy in text corpus works in a parametric bipartite association network and, on each step, the maximum possible amount of ow is pushed along conditional augmenting two-arcs directed paths in the parametric residual network, for the maximum interval of the parameter values. The obtained parametric maximum ow generates concepts hierarchies (taxonomies) in text corpus for different degrees of association values described by the parameter values.
Approximating Fixed Points of Nonself Contractive Type Mappings in Banach Spaces Endowed with a Graph
Authors: Balog Laszlo , Berinde Vasile , Păcurar Mădălina 
Published: September 2017

Abstract
Let K be a non-empty closed subset of a Banach space X endowed with a graph G. We obtain fixed point theorems for nonself G-contractions of Chatterjea type. Our new results complement and extend recent related results [Berinde, V., Păcurar, M., The contraction principle for nonself mappings on Banach spaces endowed with a graph, J. Nonlinear Convex Anal. 16 (2015), no. 9, 1925-1936; Balog, L., Berinde, V., Fixed point theorems for nonself Kannan type contractions in Banach spaces endowed with a graph, Carpathian J. Math. 32 (2016), no. 3 (in press)] and thus provide more general and flexible tools for studying nonlinear functional equations.
Computing abelian subalgebras for linear algebras of upper-triangular matrices from an algorithmic perspective
Authors: Ceballos Manuel , Núñez Juan , Tenorio Ángel F. 
Published: September 2017

Abstract
In this paper, the maximal abelian dimension is algorithmically and computationally studied for the Lie algebra hn, of n×n upper-triangular matrices. More concretely, we define an algorithm to compute abelian subalgebras of hn besides programming its implementation with the symbolic computation package MAPLE. The algorithm returns a maximal abelian subalgebra of hn and, hence, its maximal abelian dimension. The order n of the matrices hn is the unique input needed to obtain these subalgebras. Finally, a computational study of the algorithm is presented and we explain and comment some suggestions and comments related to how it works.
On the binomial edge ideals of block graphs
Authors: Chaudhry Faryal , Dokuyucu Ahmet , Irfan Rida 
Published: September 2017

Abstract
We find a class of block graphs whose binomial edge ideals have minimal regularity. As a consequence, we characterize the trees whose binomial edge ideals have minimal regularity. Also, we show that the binomial edge ideal of a block graph has the same depth as its initial ideal.
Extremal problem on (2n, 2m – 1)-system points on the rays
Authors: Targonskii Andrey 
Published: September 2017

Abstract
In this work derivation of accurate estimate the production inner radius non-overlapping domains and open set. The problems arise such type in the first time in work [1]. It is late result this work generalize and strengthen in works [2 - 13]. In works [7, 8, 10] introduce the general systems points, the name n-radial systems points. In this work a success the draw generalize some results the work [7].
On the Consimilarity of Split Quaternions and Split Quaternion Matrices
Authors: Kösal Hidayet Hüda , Akyiğit Mahmut , Tosun Murat 
Published: September 2017

Abstract
In this paper, we introduce the concept of consimilarity of split quaternions and split quaternion matrices. In his regard, we examine the solvability conditions and general solutions of the equations and in split quaternions and split quaternion matrices, respectively. Moreover, coneigenvalue and coneigenvector are defined for split quaternion matrices. Some consequences are also presented.
Operations on hyperideals in ordered Krasner hyperrings
Authors: Omidi S. , Davvaz B. , Corsini P. 
Published: September 2017

Abstract
In the present paper, we will concentrate our efforts on ordered Krasner hyperrings and investigate some of their related properties. Moreover, we introduce and analyze the notion of interior hyperideal in ordered Krasner hyperrings. We also characterize intra-regular ordered Krasner hyperrings by the properties of these interior hyperideals. Finally, we give some results on ordered Krasner hyperrings.
Singular Limits for 4-Dimensional General Stationary Q-Kuramoto-Sivashinsky Equation (Q-Kse) with Exponential Nonlinearity
Authors: Ouni Taieb , Baraket Sami , Khtaifi Moufida 
Published: September 2017

Abstract
Let Ω be a bounded domain in with smooth boundary, and let 𝓧1; 𝓧2; · · ·, 𝓧m be points in Ω. We are concerned with the singular stationary non-homogenous q-Kuramoto-Sivashinsky eaquation (q-KSE:

where we use some nonlinear domain decomposition method to give a suficient condition to have a positive weak solution u in Ω under the physical Dirichlet-like boundary conditions , which is singular at each 𝓧i as the parameters λ, ϒ and ρ tend to 0 and where q ∈ [1, 4] is a real number.
IFSs consisting of generalized convex contractions
Authors: Georgescu Flavian 
Published: September 2017

Abstract
In this paper we introduce the concept of iterated function system consisting of generalized convex contractions. More precisely, given n ∈ ℕ*, an iterated function system consisting of generalized convex contractions on a complete metric space (X; d) is given by a finite family of continuous functions (fi)i ∈I , fi : X → X, having the property that for every ω ∈ λn(I) there exists a family of positive numbers (aω;υ)υ∈Vn(I) such that:

x; y ∈ X. Here λn(I) represents the family of words with n letters from I, Vn(I) designates the family of words having at most n - 1 letters from I, while, if ω1 = ω1ω2 ... ωp, by fω we mean fω1 ⃘fω2 ⃘... ⃘ fωp. Denoting such a system by S = ((X; d); n; (fi)i∈I), one can consider the function FS : K(X) → K(X) described by , for all B ∈ K(X), where K(X) means the set of non-empty compact subsets of X. Our main result states that FS is a Picard operator for every iterated function system consisting of generalized convex contractions S.
P-union and P-intersection of neutrosophic cubic sets
Authors: Jun Young Bae , Smarandache Florentin , Kim Chang Su 
Published: September 2017

Abstract
Conditions for the P-intersection and P-intersection of falsity-external (resp. indeterminacy-external and truth-external) neutrosophic cubic sets to be an falsity-external (resp. indeterminacy-external and truth-external) neutrosophic cubic set are provided. Conditions for the P-union and the P-intersection of two truth-external (resp. indeterminacy-external and falsity-external) neutrosophic cubic sets to be a truth-internal (resp. indeterminacy-internal and falsity-internal) neutrosophic cubic set are discussed.
A novel difference schemes for analyzing the fractional Navier-Stokes equations
Authors: Sayevand Khosro , Baleanu Dumitru , Sahsavand Fatemeh 
Published: September 2017

Abstract
In this report, a novel difference scheme is used to analyzing the Navier - Stokes problems of fractional order. Existence and uniqueness of the suggested approach with a Lipschitz condition and Picard theorem are proved. Furthermore, we find a discrete analogue of the derivative and then stability and convergence of our strategy in multi dimensional domain are proved.
The Avriel-Ben-Tal algebraic operations approach for a short version proof of the Karush-Kuhn-Tucker optimality conditions
Authors: Cornaciu Veronica , Ioana Ileana 
Published: September 2017

Abstract
In this paper, by using (h, ϕ)-generalized directional derivative and (h, ϕ)-generalized gradient, the authors directly derives the Karush- Kuhn-Tucker conditions by applying a corollary of Farkas lemma under the Mangasarian-Fromovitz constraint qualification.Furthermore, the boundedness of Lagrange multipliers is showed.
Infinitely many solutions for a class of hemivariational inequalities involving p(x)-Laplacian
Authors: Fattahi Fariba , Alimohammady Mohsen 
Published: September 2017

Abstract
In this paper hemivariational inequality with nonhomogeneous Neumann boundary condition is investigated. The existence of infinitely many small solutions involving a class of p(x) - Laplacian equation in a smooth bounded domain is established. Our main tool is based on a version of the symmetric mountain pass lemma due to Kajikiya and the principle of symmetric criticality for a locally Lipschitz functional.
A gradient-type deformation of conics and a class of Finslerian flows
Authors: Crasmareanu Mircea 
Published: September 2017

Abstract
The aim of this paper is to produce new examples of Riemannian and Finsler structures having as model a scalar deformation of conics inspired by the scaling transformation. It continues [4] from the point of view of relationship between quadratic polynomials (which provide equations of conics in dimension 2) and Finsler geometries. A type of Finslerian ow is introduced, based on the previous deformation and we completely solve the corresponding particular case of Riemannian flow.
Notes on a semigroup related to the dicyclic group Qn
Authors: Sorouhesh Mohammad R. , Campbell Colin M. 
Published: September 2017

Abstract
We consider certain properties of the semigroup S defined by the Presentation S = 〈a,b : a2ⁿ⁻¹ = 1,b2 = a2ⁿ⁻², ba = ab2ⁿ⁻¹-1〉, (n ≥ 3).
Littlewood–Richardson coefficients for Grothendieck polynomials from integrability
Authors: Wheeler Michael , Zinn-Justin Paul 
Published: September 2017

Abstract
We study the Littlewood–Richardson coefficients of double Grothendieck polynomials indexed by Grassmannian permutations. Geometrically, these are the structure constants of the equivariant K-theory ring of Grassmannians. Representing the double Grothendieck polynomials as partition functions of an integrable vertex model, we use its Yang–Baxter equation to derive a series of product rules for the former polynomials and their duals. The Littlewood–Richardson coefficients that arise can all be expressed in terms of puzzles without gashes, which generalize previous puzzles obtained by Knutson–Tao and Vakil.
Application of the mode-shape expansion based on model order reduction methods to a composite structure
Authors: Fuentes Humberto Peredo 
Published: September 2017

AbstractThe application of different mode-shape expansion (MSE) methods to a CFRP based on model order reduction (MOR) and component mode synthesis (CMS) methods is evaluated combining the updated stiffness parameters of the full FE model obtained with a mix-numerical experimental technique (MNET) in a previous work. The eigenvectors and eigenfrequencies of the different MSE methods obtained are compared with respect to the experimental measurements and with a full FE model solutions using the modal assurance criteria (MAC). Furthermore, the stiffness and mass weighted coefficients (K-MAC and M-MAC respectively) are calculated and compared to observe the influence of the different subspace based expansion methods applying the MAC criteria. The K-MAC and M-MAC are basically the MAC coefficients weighted by a partition of the global stiffness and mass matrices respectively. The best K-MAC and M-MAC results per paired mode-sensor are observed in the subspace based expansion MODAL/SEREP and MDRE-WE methods using the updated stiffness parameters. A strong influence of the subspace based on MOR using MSE methods is observed in the K-MAC and M-MAC criteria implemented in SDTools evaluating the stiffness parameters in a contrieved example.
Temperature Dependence of Electrophysiological Responses of Lepidopteran Antennae
Authors: Bestmann Hans Jürgen , Dippold Klaus 
Published: September 2017

Abstract
By recording the temperature dependence of electroantennograms with Lepidoptera antennae optimum curves were obtained, and a hysteresis phenomenon was observed by passing tempera­ ture cycles. The latter also occur with single cell recording (electrosensillogram) in the receptor potentials as well as in the number of action potentials released per second. The results of the measurements are discussed on a molecular level, a scheme reflects the molecular processes which eventually are involved in the interaction of a signal molecule and receptor region.
Populus candicans and the Balm of Gilead
Authors: Whatley F. R. , Greenaway W. , May J. 
Published: September 2017

Abstract
Bud exudates of some poplars are compared using GC-MS. P. candicans resembles P. balsami­fera. A sample of "Balm of Gilead" purchased in Oxford proved not to resemble its supposed source, P. candicans. Instead it was similar to P. nigra, from which it was presumably collected in Europe.
Investigations about various Possible Functions of the L -Amino Acid Oxidase in the Cyanobacterium Anacystis nidulans
Authors: Pistorius Elfriede K. , Kertsch Regine , Faby Susanne 
Published: September 2017

Abstract
The cyanobacterium A nacystis nidulans was grown on nitrate or L-arginine as sole nitrogen source and in the presence of different divalent cation concentrations (1 mᴍ MgSO4 and 0.1 mᴍ CaCl2 or 0.1 mᴍ MgSO4 and 0.05 mᴍ CaCl2). The L-amino acid oxidase previously reported to be present in Anacystis nidulans (E . K. Pistorius and A. E. Gau, Biochim. Biophys. Acta 849, 203, 1986) was shown to be involved in L-arginine catabolism in cells grown with the lower divalentcation concentration. Under these conditions L-arginine was partly degraded via 2-ketoarginine and 4-guanidinobutyrate. On the other hand, at higher cation concentrations the ʟ-amino acid oxidase activity seem ed to be not sufficient to provide enough NH4
+ from ʟ-arginine for cell growth. Under those conditions photosystem II activity was initially reduced, and growth on ʟ-arginine could only start after photosystem II activity increased again and after arginase was induced. The arginase pathway was functional in A . nidulans grown on ʟ-arginine independently of the divalent cation concentration in the medium. A tentative scheme of the various functiona roles of the ʟ-amino acid oxidase protein in A . nidulans is given. This model combines the here presented and the previous results and suggests that the ʟ-amino acid oxidase is functional in photosynthetic and respiratory activities as well as in ʟ-arginine degradation in A . nidulans. All these activities of the ʟ-amino acid oxidase protein are greatly influenced by the divalent cation concentration in the growth medium.
Cytochrome c Oxidase of the Cyanobacterium Phormidium foveolarum
Authors: Häfele Ursula , Scherer Siegfried , Böger Peter 
Published: September 2017

Abstract
Phormidium foveolarum was grown with nitrate or ammonia as nitrogen source. With ammonia present respiration increased by a factor of 4 due to increase of cytochrome c oxidase. The inhibition of respiration by cyanide was measured during the growth period, indicating that only one terminal oxidase is present in Phormidium foveolarum . Cytochrome c oxidase from ammonia-grown filaments was solubilized and purified on phenylsuperose and by anion exchange 100-fold com pared to the crude cell extract. The difference spectrum (oxidized minus reduced) shows absorption peaks at 417 nm, 514 -520 nm. 550 nm and 605 nm. These maxima, together with a low inhibition constant for cyanide (Ki = 0.4 μᴍ) and a higher one for azide (ki= 1.75 mᴍ) are interpreted in terms of an αα3-type cytochrome c oxidase present containing noncovalently-bound cytochrome c.