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Iosif Pinelis

$Fisher Hall$

Probability (Extremal problems, exact inequalities, and limit theorems for sums of independent random variables and martingales, including those in functional spaces)
Statistics (minimax estimation, Student's and Hotelling's tests and their generalizations)
Optimization and Operations Research (minimax duality in general, duality in transportation problems and in probability and statistics)
Analytic inequalities (l'Hospital-type rules for monotonicity, general multilinear Stolarsky-type inequalities, etc.)
Geometry (geometry in the theory of relativity, incidence geometry and geometric algebra, convex geometry, computational geometry, hyperbolic geometry)
Combinatorics (0-1 matrices, generalizations of Hall's theorem, discrete mass transportation duality)
Physics (theory of relativity under minimal assumptions)
Biology (evolution modeling, population dynamics)
Mechanical Engineering (Eiffel Tower shape modeling)