Integer Points in Polyhedra

This scholarly work captures the essence of the AMS-IMS-SIAM Joint Summer Research Conference dedicated to the intricate study of integer points within polyhedra. Featuring contributions from an esteemed group of mathematicians, it delves into the intersections of geometry and number theory, revealing how integer points can illuminate various facets of polyhedral study. Each chapter presents thought-provoking theories and findings that contribute to a deeper understanding of this fascinating area of mathematics.

Through collaborative research and insights, the authors explore a range of topics, from the fundamental characteristics of polyhedra to advanced applications in optimization and combinatorics. The compilation serves as a valuable resource for researchers and students keen on expanding their knowledge of integer programming and polyhedral combinatorics, encapsulating the vibrant discussions and advancements that emerged during the conference.