Mohammad Sal Moslehian

Ferdowsi University of Mashhad

Iran

Sergei V. Konyagin

Moscow State University

Russia

Arthur Jaffe
Harvard University
USA

Anthony To-Ming Lau

University of Alberta

Canada

Gradimir V. Milovanovic
Serbian Academy of Sciences and Arts
Serbia

Carl M. Pearcy, Jr.
Texas A&M University

USA

Themistocles M. Rassias

National Technical Univ. of Athens

Greece

Peter Semrl

University of Ljubljana

Slovenia

Masamichi Takesaki

University of California, Los Angeles

USA

George Androulakis

University of South Carolina, USA

Geometry of Banach spaces; general theory and special classes of bounded linear operators; C*-algebras; von Neumann algebras; Applications of functional analysis to quantum physics.

Sorina Barza

Karlstad University, Sweden

Real analysis; Measure theory; Interpolation theory; Geometry of Banach spaces; Inequalities for differential and integral operators; Function spaces; maximal functions; Rearrangement invariant spaces.

Kenneth S. Berenhaut

Wake Forest University, USA

Applied probability; Convergence rates; Mathematical inequalities; Functional and difference equations; Matrix inequalities.

Rajarama B. V. Bhat

Indian Stat. Institute Bangalore, India

Positive definite matrices, Completely positive maps, Quantum dynamical semigroups; E-semigroups; Product systems; Dilation theory; Quantum stochastic differential equations.

Jonathan M. Borwein

Dalhousie University, Canada

Nonlinear and convex analysis; geometry of Banach spaces.

Jacek Chmieliński

University of Cracow, Poland

Functional equations and inequalities; Stability of functional equations; Functional equations in functional analysis.

Ole Christensen

Technical Univ. of Denmark, Denmark

Frames and bases in Hilbert spaces; Wavelets; Gabor analysis.

Krzysztof Ciesielski

Jagiellonian University, Poland

Topological dynamics; Stability; Semiflows; History of functional analysis.

Claudio Cuevas

Univ. Federal de Pernambuco, Brazil

Functional differential equations, Integral and integro-differential operators

Marcel de Jeu
Leiden University, Netherlands
Banach algebras and operator algebras; Ordered vector spaces and their operators; Representation theory; Special functions; Approximation theory.


 

Jean Esterle

Universite Bordeaux, France

Functional analysis; Harmonic analysis; Operator theory; Invariant subspaces; Semigroups; Spaces of holomorphic functions; Banach algebras.

.

Jun Ichi Fujii

Osaka Kyoiku University, Japan

Functional analysis; Operator theory;
Operator inequality; Quantum information; Coding theory.

Klaus Gurlebeck

Bauhaus Universität Weimar, Germany

Complex and hypercomplex analysis (Clifford analysis); Approximation; Weighted function spaces; Discrete function theories.

Soon-Mo Jung

Hong-Ik University, Republic of Korea

Functional equations.

Jerry Koliha

University of Melbourne, Australia

Generalized inverses of operators and elements of algebras; Spectral theory of operators; Functional calculus for operators.

Nicolaas P. Landsman
Radboud Univ. Nijmegen, Netherlands

Mathematical physics; Noncommutative geometry.

Denny H. Leung

National Univ. of Singapore, Singapore

Banach spaces; Banach lattices; Function spaces.

Yongdo Lim

Sungkyunkwan Univ,Republic of Korea
Matrix manifolds and inequalities; Nonlinear matrix equations; Geometry of convex cones; Finite and infinite dimensional symmetric cones; Non-positively curved metric spaces.
 

Terry Loring

University of New Mexico, USA

Real and complex C*-algebras; K-theory including its applications to condensed matter physics.

Zinaida Lykova

University of Newcastle, UK

Banach algebras; C*-algebras; Topological homology including Hochschild and cyclic continuous homology and cohomology.

Mostafa Mbekhta
Universite Lille 1, France
Functional analysis; Operator theory; Generalized inverses; Linear preservers; Fredholm theory; Local spectral theory.

Vladimir Muller
Czech Academy of Science, Czech
Operator theory, Spectral theory, Banach and topological algebras.

 

Matthias Neufang

Carleton University, Canada

Abstract harmonic analysis, Banach and operator algebras; Operator spaces; Locally compact quantum groups; Topological centers.

Constantin P. Niculescu

University of Craiova, Romania

Normed linear spaces; Banach spaces; Banach lattices; Measure; Integration; Derivative; Nonlinear functional analysis; Special classes of linear operators; Nonlinear operators and their properties.

Maria Angeles Japón Pineda
Universidad de Sevilla, Spain
Geometry of Banach spaces; Metric fixed point theory.

Thomas Riedel

University of Louisville, USA

Ordered sets and lattices; Difference and functional equations; Real functions.

Yuki Seo

Osaka Kyoiku University, Japan

General theory of linear operators.

Javier Soria

University of Barcelona, Spain

Normed linear spaces; Banach spaces; Banach lattices; Inequalities for integral and maximal operators.

Laszlo Szekelyhidi

Lajos Kossuth University, Hungary

Spectral analysis; Fourier analysis; Functional equations on algebraic structures and hypergroups; Functional analytical methods in  functional equations; Stability.

Vesko Valov

Nipissing University,Canada

Linear and topological classification of function spaces; Properties of function spaces;  Extension and averaging operators; Spaces of measures; Non-commutative topology in particular different types ranks of C*-algebras; Topological algebras and topologies on the space of ideals; Functional representation of topological algebras.

Qing-Wen Wang

Shanghai University, China

Matrix theory; Matrix analysis; Linear algebra; Operator algebras; Hilbert C*-module.

Dirk Werner

Freie Universität Berlin, Germany

Banach spaces and their linear operators.

Takeaki Yamazaki
Toyo University, Japan

Functional analysis; Operator theory; Matrix theory.