Founding and Chief Editor
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Advisory Board
Sergei V. Konyagin |
Arthur
Jaffe |
Anthony To-Ming Lau
|
Gradimir
V. Milovanovic |
Carl
M. Pearcy, Jr. USA
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Themistocles M. Rassias National Technical Univ. of Athens Greece |
Masamichi Takesaki University of California, Los Angeles USA
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Editorial Board
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.
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Kenneth S. Berenhaut Wake Forest University, USA Applied probability; Convergence rates; Mathematical inequalities; Functional and difference equations; Matrix inequalities.
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Rajarama B. V. Bhat Indian Stat.
Institute Positive definite matrices, Completely positive maps, Quantum dynamical semigroups; E-semigroups; Product systems; Dilation theory; Quantum stochastic differential equations. |
Jonathan M. Borwein University of Newcastle, Australia Nonlinear and convex analysis; geometry of Banach spaces.
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Jacek Chmieliński Functional equations and inequalities; Stability of functional equations; Functional equations in functional analysis.
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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 Functional differential equations, Integral and integro-differential operators |
Marcel de Jeu
|
Patrick N. Dowling |
Jean Esterle Functional
analysis; Harmonic analysis; Operator theory; Invariant subspaces;
Semigroups; Spaces of holomorphic functions; Banach
algebras. |
Jun Ichi Fujii Functional
analysis; Operator theory; |
Stephan Ramon Garcia Pomona College, USA Single operator theory; Operators on spaces of analytic functions.
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Klaus Gurlebeck Complex and hypercomplex analysis (Clifford analysis); Approximation; Weighted function spaces; Discrete function theories. |
Soon-Mo Jung Functional equations.
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Jerry Koliha University of Melbourne, Australia Generalized
inverses of operators and elements of algebras; Spectral theory of operators;
Functional calculus for operators. |
Seung-Hyeok Kye Seoul National Univ., Republic of Korea Positive maps; Operator spaces and systems; Quantum entanglement. |
Nicolaas P. Landsman Mathematical
physics; Noncommutative geometry. |
Denny H. Leung Banach spaces; Banach lattices; Function spaces. |
Yongdo Lim Sungkyunkwan Univ,Republic of Korea |
Zinaida Lykova University
of Newcastle, UK Banach algebras; C*-algebras; Topological homology including Hochschild and cyclic continuous homology and cohomology. |
Mostafa Mbekhta |
Vladimir Muller |
Matthias Neufang Carleton University, Canada Abstract harmonic analysis, Banach and operator algebras; Operator spaces; Locally compact quantum groups; Topological centers. |
Constantin P. Niculescu 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 |
Marek Ptak University of Agr. in Krakow, Poland Operator
Theory;. Functional Analysis; Harmonic
analysis; Invariant subspaces; Spaces
of holomorphic functions. |
Biagio Ricceri University of Catania, Italy Minimax theory; Set-valued analysis; Nonlinear analysis; fixed point theory. |
Thomas Riedel 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. |
Ilya M. Spitkovsky New York
Univ. Abu Dhabi, UAE and the College of William and Mary, USA Functional
analysis; Operator theory; Fredholm and spectral
theory. |
Laszlo Szekelyhidi Lajos Kossuth University, Hungary Spectral analysis; Fourier analysis; Functional equations on algebraic structures and hypergroups; Functional analytical methods in functional equations; Stability. |
Keith F. Taylor Dalhousie
University, Canada Abstract Harmonic analysis; Wavelet analysis. |
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. |
Takeaki Yamazaki Functional
analysis; Operator theory; Matrix theory. |
Kehe Zhu Analytic
function spaces (Bergman spaces ,Hardy spaces, Besov
spaces, Bloch space, Lipschitz spaces, BMOA, etc); Operators on function spaces (Hankel
operators, Toeplitz operators, composition
operators, etc). |