[2021] White Noise Space Analysis and Multiplicative Change of Measures
(with D. Alpay and P. Jorgensen; Journal of Mathematical Physics)
[2020] Realizations of Non-Commutative Rational Functions Around a Matrix Centre, II: The Lost-Abbey Conditions
(with V. Vinnikov; Integral Equations and Operator Theory)
[2019] Realizations of Non-Commutative Rational Functions Around a Matrix Centre, I: Synthesis, Minimal Realizations and Evaluations on Stably Finite Algebras
(with V. Vinnikov; Journal of London Mathematical Society )
[2018] Generalized Fock Spaces and The Stirling Numbers
(with D. Alpay; Journal of Mathematical Physics)
[2013] Long Proofs of Two Carlson–Schneider Type Inertia Theorems
(with H. Dym; Operator Theory: Advances and Applications)
Realizations of NC Rational Functions, in Operator Theory Seminar, January 2020, Ben-Gurion University, Beer-Sheva, Israel.
Realizations of NC Rational Functions around a Matrix Centre, in Focus Program on Applications of Noncommutative Functions, June 2019, Fields Institute, Toronto, Canada.
Evaluations of NC Rational Functions on Stably Finite Algebras, in Advances in Operator Theory with Applications to Mathematical Physics, November 2018, Chapman University, Orange, CA, US.
Evaluations of NC Rational Functions on Stably Finite Algebras, invited talk at “Free Analysis and Free Algebraic Geometry” session, in the 29th International Workshop on Operator Theory and Applications (IWOTA), July 2018, East China Normal University, Shanghai, China.
Realizations of NC Rational Functions Around a Matrix Centre: A Generalization of the Fliess-Kronecker Theorem, invited talk at “Positivity, Factorizations and State Space Realizations for Scalar and Matrix Variables II” session, in the 23rd International Symposium on Mathematical Theory of Networks and Systems (MTNS), July 2018, Hong Kong University of Science and Technology, Hong Kong.
Realizations of NC Rational Functions around a Matrix Centre: A Generalization of the Fliess-Kronecker Theorem, in: Mathematical Signal Processing and Linear Systems: New Problems and Directions, November 2017, Chapman University, Orange, CA, US.