Meetings/Workshops on Graph Theory and Combinatorics in the United States (USA)
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8PRC_hac — Eighth Pacific Rim Conference in Mathematics: Harmonic Analysis & Combinatorics session (online)
10 Aug 2020 - 11 Aug 2020 • Berkeley, California (online event), United States
U.C. Berkeley, Department of Mathematics
The Eighth Pacific Rim Conference in Mathematics will be a high profile mathematical event that will cover a wide range of exciting research in contemporary mathematics. It will be held online between Monday, August 3rd and Tuesday, August 11th. There will be a session devoted to harmonic analysis & combinatorics, which will take place on August 10th - 11th (on the eastern side of the Pacific Rim).
analysis, harmonic analysis, combinatorics
AIM Workshop: The Albertson conjecture and related problems
31 Aug 2020 - 04 Sep 2020 • San Jose, California, United States
This workshop, sponsored by AIM and the NSF, is devoted to the Albertson conjecture and other problems related to crossing numbers. The crossing number of a graph is the minimum number of edge crossings in a drawing of the graph in the plane. Determining or estimating the crossing number of a graph is one of the oldest problems in graph theory.
01 Oct 2020 - 04 Oct 2020 • Augusta, Georgia, United States
The Integers conferences are international conferences held for the purpose of bringing together mathematicians, students, and others interested in combinatorics and number theory.
SPIRE 2020 — 27th International Symposium on String Processing and Information Retrieval
13 Oct 2020 - 15 Oct 2020 • Orlando, FL, United States
All aspects of string processing, information retrieval, computational biology, and related applications are covered.
MCCCC — 34th Midwest Conference on Combinatorics and Combinatorial Computing
16 Oct 2020 - 18 Oct 2020 • Las Vegas, NV, United States
Hosted at the University of Nevada, Las Vegas
The Midwestern Conference on Combinatorics and Combinatorial Computing (MCCCC) originally started as the Carbondale Combinatorics Conferences and were held (1986-1990) at the Southern Illinois University, Carbondale. The conference has since evolved to a prestigious national conference in the areas of Combinatorics and Computing and has achieved recognition and attracted scholars and researchers of various backgrounds from different institutions. Here they coalesce their individual contributions into a collection of ideas and inspirations for the advancement of combinatorics and combinatorial computing.
Combinatorial Algebraic Geometry
01 Feb 2021 - 07 May 2021 • Providence, RI, United States
Research in combinatorial algebraic geometry utilizes combinatorial techniques to answer questions about geometry. Typical examples include predictions about singularities, construction of degenerations, and computation of geometric invariants such as Gromov-Witten invariants, Euler characteristics, the number of points in intersections, multiplicities, genera, and many more. The study of positivity properties of geometric invariants is one of the driving forces behind the interplay between geometry and combinatorics. Flag manifolds and Schubert calculus are particularly rich sources of invariants with positivity properties.
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Sage/Oscar Days for Combinatorial Algebraic Geometry
15 Feb 2021 - 19 Feb 2021 • Providence, RI, United States
This workshop will focus on the development of software to facilitate research in combinatorial algebraic geometry, based on the SAGE Mathematical Software System and the OSCAR Computer Algebra System. Special attention will be given to efficient computations with multi-variate polynomials, which is a critical part of many algorithms in combinatorial algebraic geometry. Aside from development of software, the workshop will feature a series of talks about polynomial computations, as well as introductory lectures about Sage and Oscar.
Geometry and Combinatorics from Root Systems
22 Mar 2021 - 26 Mar 2021 • Providence, RI, United States
The purpose of the workshop is to bring together a diverse group of researchers working on combinatorial and geometric aspects related to spaces with symmetries. The workshop will cover problems arising from various flavors of Schubert Calculus and enumerative geometry on flag manifolds, and problems from geometric representation theory and combinatorial Hodge theory. The topics covered include the study of Littlewood-Richardson coefficients, quantum cohomology and quantum K theory of flag manifolds, Maulik-Okounkov stable envelopes and characteristic classes, conformal blocks, and combinatorics related to moduli spaces, Macdonald theory, and quiver polynomials, Soergel bimodules, Hodge theory of matroids. These are trends in a rapidly developing area, and our aim is to facilitate interactions among researchers who work on different problems but employ similar techniques, at the intersection of algebraic geometry, combinatorics, and representation theory.
AIM Workshop: Analytic combinatorics in several variables
17 May 2021 - 21 May 2021 • San Jose, United States
American Institute of Mathematics, San Jose
This workshop, sponsored by AIM and the NSF, will be devoted to bringing researchers with expertise in asymptotic integrals, computer algebra and topology of complex varieties into contact with those working on analytic combinatorics in several variables (ACSV), in order to make progress on the technical infrastructure of ACSV results.
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Last updated: 05 August 2020