Boris Vainberg

Boris Vainberg is a Professor of Mathematics at the University of North Carolina at Charlotte (UNC Charlotte), where he has been since 1993. He holds a Doctor of Physical and Mathematical Sciences from Moscow State University (1987) and has held previous academic positions, including Professor at Moscow State University (1963–1991) and visiting roles at UNC Charlotte and the University of Delaware.

Education:

• Masters Degree in Mathematics, Moscow State University, 1960
• Candidate of Physical and Mathematics Sciences (Ph.D. equivalent), Moscow State University, 1963
• Doctor of Physical and Mathematical Sciences, Moscow State University, 1987

Research Interests: Vainberg's work focuses on mathematical physics, scattering theory, spectral theory of differential operators, acoustic and electromagnetic waves, free surface hydrodynamics, and population dynamics. His research explores wave propagation in periodic media, spectral properties of operators, and asymptotic methods.

Publications: Recent work includes studies on acoustic wave propagation in 3D periodic media, spectral analysis of Schrödinger-type operators, and the behavior of polymers near critical temperatures. These contributions highlight advancements in understanding wave dynamics, spectral transitions, and critical phenomena.

Awards & Grants: No specific awards or grants are listed in the provided materials.

Teaching & Advising: While no student advisees are explicitly mentioned, his role as a Professor involves teaching and mentoring at UNC Charlotte.