## Functional Analysis, Operator Theory and Operator Algebras

### Group Members

Name
Email
Research Interests
Courses
Emeritus Prof Paul Fuhrmann

Systems and control theory, operator theory in Hilbert spaces, module theory and linear algebra

Emeritus Prof Avraham Feintuch

Operator theory, linear systems, optimal control

Dr. Saak Gabriyelyan

Topological groups (general theory), abstract harmonic analysis, topological dynamics

Introduction to Differential Equations C
Dr. Daniel Markiewicz

Operator algebras

Infinitesimal Calculus 2 and Integral Calculus and Ordinary Differential Equations for EE

Partial differential equations, geometric measure theory

Calculus 3 for Engineering and Integral Transforms and Partial Differential Equations
Emeritus Prof Alexander Markus

Operator theory, functional analysis, matrix theory.

Complex analysis, spectral theory of differential operators, functional equations.

Prof. Victor Vinnikov

Operator theory, system theory, algebraic geometry

Fundamentals of Measure Theory and Fourier analysis and orthonormal systems for physics
Dr. Eli Shamovich
Basic Concepts in Modern Analysis
Dr. Motke Porat

Free Analysis, Operator Theory, Complex Analysis

Dr. Andrea Vaccaro
Prof. Alexander Ukhlov

Geometric analysis: Sobolev spaces theory. Quasiconformal analysis. Geometric measure theory. Analysis on metric measure spaces.

Introduction to Differential Equations A and Partial Differential Equations
Prof. Ilan Hirshberg

Operator algebras.

Introduction to $C^*$-algebras, Fourier analysis for Electrical Engineering and Introduction to Complex Analysis