Alexander Koldobskiy

Alexander Koldobskiy is a Curators Distinguished Professor in the Department of Mathematics at the University of Missouri. He specializes in convex geometry, harmonic and functional analysis, and probability, with a distinguished career spanning over four decades.

Education:

• Ph.D. in Mathematics, St. Petersburg State University, Russia (1982)

Research Interests:

His research primarily focuses on convex geometry, exploring the geometric properties of convex bodies in high-dimensional spaces. He also delves into harmonic analysis and functional analysis, applying techniques from these fields to solve geometric problems. Additionally, his work incorporates probability theory, particularly in understanding probabilistic aspects of convex bodies and their sections.

Publications Overview:

His recent publications (2014–2019) center on inequalities related to sections and perimeters of convex bodies, polynomial integrability, and slicing inequalities for general measures. These works bridge convex geometry with functional and harmonic analysis, often employing Fourier analytic methods.

Scientific Awards:

• Curators Distinguished Professor (University of Missouri)

Teaching and Advising:

He regularly teaches undergraduate and graduate courses including Analytic Geometry and Calculus, Advanced Calculus of One Real Variable, and Advanced Multivariable Calculus. There is no explicit mention of current PhD or Master’s students in the provided text.

Labs and Teams:

No specific lab or research team is mentioned in the provided text.