Emeritus Prof Avraham Feintuch
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abie |
Operator theory, linear systems, optimal control
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Emeritus Prof Paul Fuhrmann
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paf |
Systems and control theory, operator theory in Hilbert spaces, module theory and linear algebra
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Dr. Saak Gabriyelyan
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saak |
Topological groups (general theory), abstract harmonic analysis, topological dynamics
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Emeritus Prof Alexander Markus
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markus |
Operator theory, functional analysis, matrix theory.
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Emeritus Prof Vadim Tkachenko
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tkachenk |
Complex analysis, spectral theory of differential operators, functional equations.
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Prof. Victor Vinnikov
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vinnikov |
Operator theory, system theory, algebraic geometry
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Basic Concepts in Modern Analysis and Geometric infinitesimal calculus 1 |
Dr. Daniel Markiewicz
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danielm |
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Dr. Apurva Seth
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apurva |
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Prof. Ilan Hirshberg
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ilan |
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Fundamentals of Measure Theory |
Prof. Alexander Ukhlov
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ukhlov |
Geometric analysis: Sobolev spaces theory. Quasiconformal analysis. Geometric measure theory. Analysis on metric measure spaces.
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Introduction to Differential Equations C and Partial Differential Equations For Biotechnology |
Dr. Tattwamasi Amrutam
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tattwama |
I work in the intersection between group dynamics and operator algebras. Most of my PhD work was devoted to understanding the structure of the crossed product structure.
Here are some(or all) of my publications:
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Generalized Powers’ averaging for Commutative crossed products., to appear in Transactions of the
American Mathematical Society, preprint available at arXiv:2101.02853 ; (Joint with Dan Ursu).
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On Intermediate C-subalgebras of C-simple Group Actions, International Mathematics Research
Notices, Volume 2021, Issue 21, November 2021, Pages 16191–16202,
https://doi.org/10.1093/imrn/rnz291, preprint available at arXiv:1811.11381.
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On simplicity of intermediate C*-algebras, Ergodic Theory and Dynamical Systems, 40(12), 3181-3187.
doi:10.1017/etds.2019.34 ; (Joint with Mehrdad Kalantar)
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Dr. Motke Porat
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motkep |
Free Analysis, Operator Theory, Complex Analysis
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Dr. Eli Shamovich
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shamovic |
operator algebras, noncommutative convexity, function theory, several complex variables, real and complex algebraic geometry
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Infinitesimal Calculus 1 |