Combinatorics and discrete mathematics form a vibrant and expansive branch of modern mathematics, dedicated to the study of finite or countable structures and the methods used to count, classify ...

Abstract: Here is a purely combinatorial problem that arose in causal set theory. Let {P_1, ... , P_k} be distinct unlabelled posets all with n elements. Suppose there is a poset Q such that {P_1, ...

Their work revives long-standing mathematical curiosities but does so through a fresh window – additive combinatorics.

The Bristol One-Day Meeting in Combinatorics is an annual conference in Bristol with talks on a wide variety of topics within Combinatorics. Talks will cover recent developments in extremal and ...

The Iranian Combinatorics Olympiad (ICO) Total:1 2024-09-17 15:23 Iran to host 50 countries at ICO 2024 TEHRAN –The Iranian Combinatorics Olympiad (ICO) will be held online with the participation of ...

Topics theorem, combinatorics, integers, advanced, set, integer, permutations, combinatorial, coefficients, advanced combinatorics, formal series, stirling numbers, combinatorial analysis, sur les, ...

Mathematical problems and proofs : combinatorics, number theory, and geometry by Kisačanin, Branislav, 1968- Publication date 1998 Topics Combinatorial analysis, Set theory, Number theory, Geometry ...

Using a notion called integer partitions, mathematicians have discovered a new way to detect prime numbers while also ...

Park Jin-young, an assistant professor of mathematics at New York University, has emerged as a leading expert in probabilistic combinatorics, a branch of discrete mathematics, for her work in solving ...

Extremal and probabilistic combinatorics; Ramsey theory; graph and hypergraph theory; quasirandom structures; algorithmic combinatorics Professor Martin Anthony Mathematical aspects of machine ...

Prime numbers, those integers divisible only by one and themselves, have fascinated mathematicians for millennia. Their ...