2013 - Fellow of the American Mathematical Society
Imre Bárány applies the principles of Combinatorial proof and Conjecture in his work under Discrete mathematics. His study in Discrete mathematics extends to Combinatorial proof with its themes. He frequently studies issues relating to Tree (set theory) and Combinatorics. His research brings together the fields of Combinatorics and Tree (set theory). His research ties Quantum mechanics and Volume (thermodynamics) together. His Quantum mechanics study frequently draws connections to other fields, such as Volume (thermodynamics).
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Strong formulations for multi-item capacitated lot sizing
Imre Barany;Tony J. Van Roy;Laurence A. Wolsey.
Research Papers in Economics (1984)
A generalization of carathéodory's theorem
Imre Bárány.
Discrete Mathematics (1982)
Uncapacitated lot-sizing: the convex hull of solutions
Imre Barany;Tony van Roy;Laurence A. Wolsey.
Research Papers in Economics (1984)
Computing the volume is difficult
Imre Bárány;Zoltán Füredi.
Discrete and Computational Geometry (1987)
On a Topological Generalization of a Theorem of Tverberg
I. Bárány;S. B. Shlosman;A. Szücs.
Journal of The London Mathematical Society-second Series (1981)
Fair Distribution Protocols or How the Players Replace Fortune
Imre Bárány.
Mathematics of Operations Research (1992)
CONVEX-BODIES, ECONOMIC CAP COVERINGS, RANDOM POLYTOPES
I. Bárány;D. G. Larman.
Mathematika (1988)
Central limit theorems for Gaussian polytopes
Imre Bárány;Van H. Vu.
Annals of Probability (2008)
Point Selections and Weak ε-Nets for Convex Hulls
Noga Alon;Noga Alon;Imre Bárány;Imre Bárány;Zoltán Füredi;Daniel J. Kleitman.
Combinatorics, Probability & Computing (1992)
On the number of halving planes
Imre Bárány;Zoltán Füredi;László Lovász;László Lovász.
Combinatorica (1990)
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