Source: https://www.mathunion.org/fileadmin/IMU/ICM2014/offline/en/program/satellite/satellites.html
Timestamp: 2019-04-22 22:42:44+00:00

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The mathematical analysis of PDE modelling materials, or tissues, pre- senting multiple scales has been a very active area of research. The study of the correspond-ing imaging, or reconstruction, problem is a more recent one. If the material parameters of the PDE present high contrast ratio, then the solution to the PDE becomes particularly challenging to analyze, or compute. On the other hand, imaging in highly heterogeneous media poses significant challenges to the mathematical community.
The focus of this conference is on recent progresses towards a complete understanding of the direct problem with high contrast or high frequencies, and unified approaches to the inverse and imaging problems for both small and large contrast or frequencies. Of particular importance in imaging are shape representation techniques and regularization approaches. Special attention will be devoted to new models and problems coming from physics leading to innovative imaging and signal processing methods. This is the fourth one of the series of workshops. The first one was held in Seoul (2005), the second in Paris (2008), and the third in Oxford (2011). This workshop will be a satellite conference of ICM 2014 in Seoul.
The purpose of this series of conference is to bring to the participants an opportunity to communicate their recent research in Stochastic analysis and its applications, Markov processes, including jump type processes and measure-valued processes, Dirichlet forms and Analysis on fractals and percolation clusters, among others. The main topics of the conference will be (but not limited to) Stochastic analysis and its applications, Markov processes, Dirichlet forms, Analysis on fractals and percolation clusters, and Random walk in random media and on random graphs. These areas are strongly related to each other and have been very active in recent years. They occupy a central place in modern probability theory and analysis. The primary goal of the conference is to bring researchers in areas listed above, from all over the world, to survey the fields, exchange ideas and to foster future collaborations. Another important goal is to expose young researchers and Ph.D students to the most recent developments in active areas of probability theory.
The main topic of the conference is the interplay of topology, geometry, and combinatorics of manifolds, orbifolds, and algebraic varieties with torus actions. Toric manifolds, symplectic toric manifolds, and quasitoric manifolds show important examples of correspondence of topological and geometric objects of torus actions with combinatorial objects moment polytopes or fans. Moreover, equivariant cohomology theory and homotopy theory play important roles in the study of such topics. The rank of the acting torus on is half of the dimension of the geometric object in the above topics, but in this conference we focus on torus actions arbitrary rank on geometric object and correspondence of such object with combinatorial objects. We also cover geometric objects without torus actions, on which can associate structures of combinatorial objects such as Okoukov bodies. We therefore encourage people in the field of algebaric topology, transformation group theory, toric geometry, symplectic geometry, and combinatorics to participate in the conference.
Quantum Information Theory and other related fields. Main topics will include quantum Markov processes and semigroups quantum stochastic calculus, white noise theory, quantum information theory, free probability, independences, Hilbert modules non-commutative-geometry, product systems, interacting Fock spaces, infinite dimensional Lie algebras, infinite dimensional analysis, quantum field theory and other topics.
Classification theory is one of major themes in model theory supplying uniform points of views for understanding algebraic or analytic mathematical structures in the same class. As model theory is a branch of mathematical logic, logical points of views to the structures are newly provided in addition to their own mathematical natures. The most intensively studied class of structures is stable structures such as modules, differential fields; and such study is called `stability theory’. As is well-known stability theory has strong applicational impacts towards geometry and number theory. The conference mainly focuses on the recent developments of classification theory. Classically important classes such as stable, simple, or o-mimimal structures will be the themes. Additional topics of the conference includes (but not limited to): NIP, NTP1, NTP2, and rosy structures; new techniques such as dp-rank, VC-density, Keisler measure, and homology group computation; and their applications.
This satellite conference will focus on the theory of operator algebras including von Neumann algebras, C*-algebras, operator spaces/systems, and operator theory. The topics also include various related subjects; abstract harmonic analysis, free probability, noncommutative geometry, mathematical physics, etc.
The focus of this conference will be the arithmetic theory of quadratic forms and lattices, although related areas are also welcome. The modern theory of quadratic forms has connections with a broad spectrum of mathematical areas including number theory, geometry, and combinatorics. This conference will bring people up-to-date on research and open problems in representation theory of integral quadratic forms and structure theory of lattices.
The International Linear Algebra Society (ILAS) Conference is held every one or two years from the first meeting in 1989 at Provo, Utah, USA. The conference has provided a broad view of the state of the art in both theoretical, applied linear algebra through invited lectures, minisymposia, and contributed talks. We expect that more than 200 internationally renound math professors from all over the world will attend this ILAS2014 Conference. This conference will be structured around a number of themes for solidarity in Linear Algebra. Each of those themes will be combined with a mini-symposium. Themes selected will include Linear Algebra, Numerical Linear Algebra, Total Positivity, Approximation Algorithms, Matrix Polynomials, Quantum Computation, Matrices and Graph Theory, Random Matrix, Symbolic Matrix Algorithms, Matrices and Orthogonal Polynomials, Multilinear Algebra and Tensor Decompositions, Eigenvalue Problems, Structured Matrix, etc. There will also be some special lectures such as LAMA Lecture, ILAS Education Lecture, Hans Schneider prize speaker, LAA Lecture, SIAM Lecture, and Keynote Banquet Speaker.
As a CSE conference series, we are organizing International Workshop on Computational Mathematics - Advances in Computational PDEs during August 9-12, 2014. The workshop aims to provide a platform to disseminate recent developments in finite element methods and related methods for various PDEs, enable in-depth technical discussions on a wide variety of major computational efforts in science and engineering, and foster the interdisciplinary culture required to meet recent challenges in CSE. Further, it is planned to provide a good exposure for students and young researchers and encourage them to pursue their research career in these areas.
This conference will cover various topics in the interplays between geometric group theory and geometric structures. The topics in geometric structures will include discrete subgroups of Lie groups, hyperbolic geometry, Teichmüller theory and representation varieties. In geometric group theory, the topics will include bounded cohomology, automorphisms of free and surface groups and the structures of hyperbolic and CAT(0) groups.
ICWM2014(http://www.kwms.or.kr/icwm2014) will take place in Seoul at August 12 and 14, 2014 right before the ICM2014. The purpose of ICWM2014 is to provide a chance to meet women mathematicians from all over the world and to hear about their researches. It is hoped to contribute to the development and diffusion of technology in mathematics and expand the base of women in mathematics.
Representation theory is a fast growing subject in mathematics providing a way of studying algebraic structures of various groups and algebras. Especially, late in the 20th century, representations of Lie algebras and Lie groups have revealed many beautiful connections with other areas of mathematics such as number theory, combinatorics, algebraic geometry as well as mathematical physics, and now form an important field of mathematics. This conference will bring together leading international experts working on various aspects of this theme.
The ICM 2014 Satellite Conference on Algebraic Coding Theory will focus on a variety of current research topics in coding theory. Coding theory has wide connections with many mathematical areas including Group Theory, Combinatorics, Number Theory, Algebraic Geometry, and Quantum information Theory. The theory and practice of Coding theory provide effective security and reliability for data communication, processing and storage. The purpose of this conference is to bring together researchers and international experts in this area and motivate their possible collaborations.
The ICM 2014 Satellite Conference on Dynamical Systems and Related Topics will take place at Chungnam National University in Daejeon, Korea right before the International Congress of Mathematicians (ICM 2014). It will cover all topics related to dynamical systems but mainly focus on the qualitative study (topological and ergodic) of differentiable dynamical systems.
The conference aims to bring together the worldwide experts in the field of harmonic analysis and related topics for the dissemination of the most recent developments, fostering collaborations, and discussions on future directions. The conference will encompass broad areas of harmonic analysis including applications to PDEs and geometric measure theory.
The aim of the meeting is to bring together researchers in the field of nonlinear variational problems in particular in nonlinear elliptic partial differential equations to report recent progress and discuss further challenging problems in the field. Nonlinear elliptic partial differential equations have experienced rapid growth in the last two years. As a satellite meeting to ICM 2014 we would like provide an opportunity to both experts and young researchers in the field to discuss their results and to start new collaborations.
The KSCV10 is the tenth conference in the series which started in 1997 at POSTECH. Its full name is: "The 10th Korean Conference on Several Complex Variables". The theme is centered around Complex Geometry (both analytic and algebraic), Complex Analysis (one and several variables), and related fields (such as dynamics, pde, functional analysis, Lie theory etc.). This conference is a worldwide well-known conference in the world of several complex variables: we try to hold it biannually. Its 9th conference was held in the Kolon Hotel in GyeongJu for 5 days in the 3rd week of July 2012, with 20+ international participants and 30+ Korean participants. One may find more information at the GaiA homepage: http://gaia.postech.ac.kr.
The aim of PANT is to encourage research in Number Thoery in Asia in general, and also to encourage collaboration between Number Theorists working in different Asian countries, especially between young mathematicians in Asia. The first PANT was held at POSTECH in Korea 2008, then Japan(2009), China(2010), India(2011) and Vietnam(2012).
Since their inception in 1994, the bi-annual ANTS meetings have become the premier international forum for the presentation of new research in computational number theory. They are devoted to algorithmic aspects of number theory, including elementary number theory, algerbraic number theory, analytic number theory, geometry of numbers, algebraic geometry, finite fields, and cryptography.
Mathematics has a wide variety of branches, from Algebra to Analysis, from Geometry to Number Theory, and many more. One theme across all these branches is the notion of effectivity: mathematical theories often predict the existence of objects with certain properties and it might be important to find such objects. Conversely, to formulate conjectures and new mathematical theories, we may need to explore the space of such objects, and use them to prove new theorems. Mathematical software is the common tool in such quests.
Mathematics also has increasing overlap with many mathematical disciplines such as Computer Science and the emerging area of Computational Sciences and Engineering. A key factor in this convergence of mathematical disciplines is the idea of computation, as manifested in the form of mathematical software in such disciplines.
We in the International Conference of Mathematical Software believe that the appearance of mathematical software is one of the most important new development in mathematics, and this phenomena should be studied as a coherent whole. We hope this conference can serve as the main forum for mathematicians, scientists and programmers who are interested in development of mathematical software.
Recently there have been remarkable advances in the study of knots, links and low dimensional manifolds. The aim of this conference is to bring together leading experts in this area and related topics to discuss recent key achievements and future directions. The program will include plenary talks and parallel sessions.
More plenary speakers will be added soon.
The workshop will bring together mathematicians and string theorists together to exchange recent ideas on geometry and physics of gauged linear sigma model and its related topics: Mirror Symmetry, CY/LG Correspondences, Derived Categories (of variations of GIT), Quasimap Theory, Gauged Gromov-Witten theory and so on.
The research on nonlinear elliptic and parabolic equations is one of the most developed in Mathematics, and of great importance because of its close interaction with other areas within Mathematics and for its wide applications in many scientific disciplines such as Mathematical Physics, Mathematical Biology, Fluid Dynamics, Phase Transitions, and Mathematical Finance. Recently there has been a great deal of research work regarding regularity theory for nonlinear elliptic and parabolic equations including Calderon-Zygmund type estimates, Holder estimates, Obstacle problems, Homogenization, Curvature flows. This Satellite PDE conference at Korea Institute for Advanced Study, Seoul, Korea for ICM 2014, Seoul, Korea, will concentrate on regularity theory for nonlinear elliptic and parabolic equations for the purpose of bringing together people working on this area, to discuss the current status of development, to encourage interactions with each other, and to find future directions in the literature.
The fruitful interaction between automorphic forms and arithmetic has produced a cornucopia of fundamental results, including such milestones as the Shimura-Taniyama conjecture, the Birch and Swinnerton-Dyer conjecturefor elliptic curves of low analytic rank, the Serre, Fontaine-Mazur, and Artin conjecturesfor odd two-dimensional Galois representations, and the Sato-Tate conjectures.
In commemoration of the ICM 2014 Seoul, the 18th International Workshop on Differential Geometry and Related Fields will be held as an ICM 2014 Satellite Conference on differential geometry. This ICM 2014 Satellite Conference will focus on various fields of mathematics related to differential and integral geometry. Related to ICM 2014 Satellite Conference, the first part of 9 workshops were supported by KOSEF during from 1990 to 1998. Continuously, the latter part of 8 workshops were supported by KRF, NRF and NIMS and focused on the subjects like Grassmannian manifolds, Integral Geometry, Lorentzian manifolds, Lagrangiansubmanifolds, Yang-Millis theory and so on. The aim of this Satellite Conference ICM 2014 is to provide an opportunity for differential geometers from all over the world and specially selected invited speakers to present their research and to discuss new developments in the field of differential geometry and related parts.
Geometric analysis plays a central role in the study of differential geometry and has applications to many other fields. This conference is devoted to exploringthe use of geometric analysis not only for its own right but also for application to problems raised in various other fields, for instance, differential geometry, global analysis and mathematicalphysics. In these studies many geometric structures are naturally involved so thatproblems in geometric analysis have deep relationships with the corresponding onesin these underlying geometries. The purpose of this conference is to bring together peopleworking in these inter-related areas to provide them with the opportunity to introduce and learnrecent progress in these fields.
This conference provides an excellent opportunity to discuss recent analytical and numerical advances in fundamental mathematical problems in nonlinear conservation laws and incompressible fluid equations arising from fluid mechanics, elasticity and relativity including questions of existence, uniqueness, regularity and asymptotic behavior of solutions.
While other PDE related satellite conferences appeared to be focused on elliptic or parabolic types of problems, our conference aims to focus on recent progress in (but not limited to) the following subjects : First is nonlinear hyperbolic conservation laws including multidimensional transonic problems which give rise to change-of-type problems and free boundary problems as well. Second is the mathematical fluid mechanics including existence, uniqueness, regularity and asymptotic behavior of solutions to Navier-Stokes equations, Euler equations, quasi-geostrophic equations and related equations.
This conference focuses on modeling, analysis and computations of problems in nonlinear conservation laws and mathematical fluid mechanics. It will be of interest to the PDE community as well as to researchers in other fields where hyperbolic conservation law techniques have proven useful.
The last decade has seen remarkable advancement in the understanding of planar lattice models and their scaling limits. A wide range of ideas and techniques from probability, analysis, and physics, including the SLE process, discrete complex analysis, random planar maps, quantum gravity, and conformal field theory, come together in this field. The workshop will bring together leading researchers in these areas to interact and to present and discuss recent advances.
The area of Complex Dynamics in One and Several Variables is an exciting and vibrant field of mathematics, but much of the activity centers primarily among a few groups of researchers in the US and France. Our aim is to help give this field broader exposure to researchers attending the ICM, especially younger researchers working in Asia, and extend and enhance connections and exposure to the world community.
Recently there has been intensive research on forward-backward stochastic partial differential equations(FBSPDEs). The FBSDEs arise mainly as the Hamilton-Jacobi-Bellman equations for a stochastic control problem. Researchers in mathematical finance have also found numerous good applications of FBSPDEs to financial problems. In the satellite conference we will discuss new development in FBSPDEs and their applications to mathematical finance. The conference will be supported by the Korean Association of Financial Engineering.
This conference has a rather long history of more than 20 years starting from 1993. From birth, this conference has welcomed all professors and students who are interested in complex analysis and its applications in the widest sense. So a large number of professors and students who have a diverse and wide range of research subjects, such as statistics, combinatorics and number theory, have participated in this conference to excitingly present their results. In fact, above 250 participants flourished in this conference of 2008 (16thICFIDCAA) here at Dongguk University. In addition, especially for this rare and big event 2014 ICM in Seoul, Professor Yeol Je Cho, who has held his conferences also with a large number of participants almost every two years in Korea more than 7 times, for example, the nearest one, see http://www.gnu.ac.kr/hb/MINFAA2012/, is joining in this conference to make a special section of Nonlinear Operator Theory in Functional Analysis.
The International Symposium on Symbolic and Algebraic Computation (ISSAC) is the premier annual conference to present and discuss new developments and original research results in all areas of symbolic mathematical computation.
This is a series of international conference on partial differential equations. It is one of the largest and it has a longest history in Japan on this area. The symposium chooses up-to-date topics related to partial differential equations, especially of evolution type. A recent tendency is on nonlinear problems including the Navier-Stokes equations, nonlinear dispersive equations, reaction-diffusion equations and interface dynamics. Various up-to-date methods and approaches will be presented. Interaction with other disciplines in science and Tech. is also emphasized not limited in mathematics.
As the past history shows there always had several key lecturers from abroad at least in recent 15 years. We may invite guest organizers and more people from outside Japan if our proposal is accepted.
The central theme of the conference is the recent developments in the study of moduli spaces of Higgs bundles and their connection with other areas of mathematics and physics. The conference will be part of a two-month thematic program at the Institute of Mathematical Sciences (IMS) in July-August 2014 which is the continuation of a corresponding program at ICMAT in Madrid from April-June 2014.
Since 17th century, the theory of partial differential equation (PDE) has been a central subject of analysis, mathematics, and natural science. Especially in the last century, PDE has been rapidly developed through their interaction with geometry, life science, physics and engineering, with the aid of matured real analysis and abstract analysis, and we have no doubt that this tendency will last to the middle of this century. In order to understand widely, deeply and rapidly developed study exactly, introduce them to our research, and let the results know others, sound promotion of the community of researchers is indispensable, and it must start from the communication with neighbors before anything else. Being based on the concept above, we the PDE group of Osaka University intend to promote the place where researchers in the East Asia can come together, announce the result of their researches, and discuss them with each other.
These are based on a mathematic-driven materials research conducted at AIMR (Advanced Institute for Materials Research), which was established in 2007 under the “World Premier International Research Center Initiative” by the government. The symposium will be held as one of activities in the RIMS Project "Toward a new fusion research of mathematics and materials science."
The Asian Conference on Nonlinear Analysis and Optimization (NAO-Asia) aims to provide a forum for researchers and practitioners interested in the topics related to nonlinear analysis and optimization, which takes place every two years. NAO-Asia has previously appeared as three versions. The first version was held on September 14-18, 2008 at Matsue City in Shimane, Japan, the second version was held on September 9-12,2010 at Phuket, Thailand, and the third version was again held on September 2-6, 2012 at Matsue CIty. The upcoming fourth version (NAO-Asia 2014) has been approved as a satellite conference for ICM 2014 and will be held on August 5-9, 2014 at the Department of Mathematics, National Taiwan Normal University, Taipei, Taiwan.
ICM Stellite Conference 2014: The Fourth Asian Conference on Nonlinear Analysis and Optimization will feature in a series of keynote speeches, invited speeches, and contributed talks. Each parallel session is scheduled with one hour and forty minutes at most, and hence each presentation time will be twenty five minutes.
The purpose of the conference is to bring participants an opportunity to communicate their recent research in combinatorics and graphs. The conference mainly concentrates on combinatorial enumerations, combinatorial design theory, combinatorial matrix theory, finite geometry, algebraic combinatorial theory, combinatorial algorithm, algebraic graph theory, Topological graph theory, structure graph theory, coding theory, cryptography and related topics. These areas are strongly related to eachother and have been very active in recent years. They occupy a central placein combinatorics and graphs.
This conference will cover various topics in the interplays between probability theory, analysis, mathematical physics and mathematical finance. A main theme of this conference is to celebrate Professor Masatoshi Fukushima's Sanju (80's birthday (Japanese counting age) celebration) for his distinguished achievement on probability theory, especially, on the theory of Dirichlet forms and Markov processes.
The conference is organized by the Peoples' Friendship University of Russia, with the cooperation of the Steklov Mathematical Institute of the Russian Academy of Sciences and the Lomonosov Moscow State University. The conference will be devoted to classical topics of theory of differential equations and different kinds of nonlocal interactions: ordinary differential equations, partial differential equations, functional differential equations, dynamical systems, and applications. The present conference is the seventh in the series of international conferences which take place every three years. The third international conference in 2002 was acknowledged as a satellite of ICM-2002 (Beijing). Acknowledgement of DFDE-2014 as a satellite of ICM-2014 will allow European participants of the Congress to take part at the Conference on their way back to Europe.
D. V. Anosov (Co-chairman), S. Bianchini, V. M. Buchstaber, I. Capuzzo Dolcetta, G.-Q. Chen, S. Yu. Dobrokhotov, B. Fiedler, H. Ishii, V. A. Il’in, W. Jäger,S.I. Pohozaev, A. L. Skubachevskii (Co-chairman), I. A. Taimanov, L. Veron, H.-O. Walther.
V. N. Chubarikov, K. A. Darovskaya, V. M. Filippov (Co-chairman), E. I. Galakhov, P. L. Gurevich, E. P. Ivanova, A. V. Ivanyukhin, A. D. Izaak, N. S. Kirabaev, V. V. Kozlov (Co-chairman), V. A. Krasnov, E. B. Laneev, A. B. Muravnik, D. A. Neverova, V. A. Popov, L. E. Rossovskii, E. Rühl, A. G. Sergeev, A. L. Skubachevskii, A. L. Tasevich, E. M. Varfolomeev, L. G. Voskresenskii, A. B. Zhizhchenko, N. B. Zhuravlev.
The aim of this conference is to bring together researchers active in K-theory and related areas of mathematics where K-theory plays an important role including algebraic geometry, number theory, classical-like groups and noncommutative geometry. Specific topics will include algebraic cycles, A^1- homotopy theory, derived and triangulated categories, motivic cohomology, KK-theory, and cyclic (co)homology. The K-theory Prize of the K-Theory Foundation will be awarded for the first time at this conference.
This international conference on algebraic topology will be held at Dalian University of Technology as a satellite conference of ICM 2014. This conference will cover all subjects in algebraic topology and also the applications of algebraic topological theories. Some organizers of this conference have been working together for about ten years as the organizers of the East Asian Conference on Algebraic Topology (EACAT). There will be eleven plenary speakers and three parallel sessions of contributed talks.
* The local expenses of all plenary speakers will be supported. A few plenary speakers will also be supported the travel expenses.
Please make sure to do online registration for participating in the satellite conference.
In addition, we plan to organize a workshop on algebraic topology (and its applications) in Dalian, China during July 28 ­ August 8, as the preliminary activities to the Satellite Conference. This workshop will consist of survey lectures and introductory talks on algebraic and applied topology.
The goal of the present workshop is to support the interaction and integration of symbolic and numeric computing. Earlier meetings in this series include the SNAP 96 Workshop, held in Sophia Antipolis, France, the SNC 2005 meeting, held in Xi'an, China, SNC 2007 held in London, Canada, SNC 2009, held in Kyoto, and SNC 2011, held in San Jose, California USA.
This forthcoming International Workshop on Symbolic-Numeric Computation will be held July 28 to 31 in Shanghai, China, immediately following the ISSAC 2014 Symposium to be held in nearby Kobe, Japan.
Geometric control theory naturally describes mathematical models of various applied problems, mainly in physics, technology and economics. Arising complicated problems lead to necessity of creation of new fundamental concepts of (sub)riemannian geometry and geometric analysis, and inventing new methods to solve them. The aim of the event is to bring researches, working in the mentioned and related domains, to report recent progress and discuss further challenging problems in the fields with the purpose to formulate them for young participants also. As a satellite meeting to ICM2014 we want to provide an opportunity for both experts and young researches from different countries to discuss their results and to start new collaborations.
This conference, which is the 7th Seasonal Institute of the Mathematical Society of Japan (MSJ-SI), focuses on recent progress in hyperbolic geometry, geometric group theory and their related topics. Four survey talks covering various aspects of this field together with a dozen of research talks are planned. The conference is open to all researchers interested in this field, and in particular, young researchers are very welcome to participate.
The purpose of this conference is to bring together mathematicians, computer scientists, and industry professionals to discuss the future of modern data sciences, which has recently been driven tremendously by BigData and cloud computing.
Participants will be encouraged to give one to two hour long talks on the topic of their expertise during the morning sessions. We will offer the afternoon session as a free discussion to find possible connections among special knowledge. Industry Professionals will then present possible future questions and problems in data science.
What is Data Science? Data contains science. It is much different from the angle of classical mathematics that uses mathematical models to fit the data. Today, we are supposed to find rules and properties in the data set, even among different data sets---the relationship of connectivity between data sets. The new research would be more likely to involve partial and incomplete connectivity. This is also a hot topic in the current research of social networks.
Previously developed technology such as numerical analysis, graph theory, uncertainty, and cellular automata, will play some role. However, it is more likely for developing new mathematics to be the key for scientists.
We will attempt to publish a chapter-book with the same title with Springer to enlarge the impacts. This conference will include researchers from classical mathematics, theorem proving, natural language processing, statistics, algorithm design, data base, networking, graph theory, analysis, finance, management, etc.
Zhixun Su, Chair, Dalian University of Technology Bo Jiang, Local Chair, Co-Chair, Dalian Maritime University, China Jijun Liu, Co-Chair, Southeast University, China Binhai Zhu, Co-Chair, Local Co-Chair, Montana State University, USA.
Chia-Yen Chen, National University of Kaohsiung Li Chen, University of the District of Columbia, USA Zhixiang Chen, University of Texas,PM, USA Jean-François Dufourd, Strasbourg University, France Feng Luo, Rutgers University, USA Zhongxuan Luo, Dalian University of Technology, China Bo Jiang, Dalian Maritime University, China Sean Li, Wireless glue network, USA Zhouchen Lin, Peking University, China Jijun Liu, Southeast University, China Mariano Rivera-Meraz, CIMAT, Mexico Zhixun Su, Dalian University of Technology Haiyan Wang, Southeast University, China Binhai Zhu, Montana State University, USA.

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