Showing posts from February, 2023

In memoriam Curt Lindner

Curt with son Curt Jr at the 2017 SEICCGTC after receiving the 2013 Euler Medal Charles Curtis Lindner of Auburn, Alabama, was born on July 21, 1938, in Tampa, Florida, and passed peacefully into Heaven on February 21, 2023. He was 84 years old. Mr. Lindner was a member of Trinity Lutheran Church. He graduated from Decatur High School in 1956, and Presbyterian College in Clinton, South Carolina in 1960 where he ran track.  He earned Masters and PhD from Emory University in 1969, with d issertation "Some Embedding Theorems for Partial Latin Squares" under a dvisor Trevor Evans. Curtis proudly served in the United States Army and the United States Army Reserve from 1956 until 1964. He married Ann Richards on March 10, 1961. Curtis worked as a professor at Auburn University from 1969, achieving the status of Distinguished University Professor. He was also  Honorary Professor, University of Queensland from 1994 and  Honorary Professor of Combinatorics Universita di Catania from 2

Conference announcement: 54th SEICCGTC 2023 54th Southeastern International Conference on Combinatorics, Graph Theory & Computing March 6-10, 2023 The Fifty-fourth Southeastern International Conference on Combinatorics, Graph Theory, and Computing (SEICCGTC) will be held March 6-10, 2023 in the  Student Union  at Florida Atlantic University in Boca Raton, FL.  The main campus is located three miles from the Atlantic Ocean, on an 850-acre site in Boca Raton, south of Palm Beach and north of Fort Lauderdale and Miami. The climate is subtropical with an average temperature of 75 degrees. This years 54th conference will be a fully in-person conference held on our beautiful campus in lovely Boca Raton, Florida!     Invited speakers at this year's 54th SEICCGTC:  Edinah Gnang, Johns Hopkins University, Maryland, USA Ron Gould, Emory University, Georgia, USA Natasha Morrison, University of Victoria, Canada Robin Pemantle, University of Pennsylvania, USA Lara Pudwell, Valparaiso Universit

Conference announcement: Canadam 2032

  Le fran├žais suit. We apologize for any cross-posting. CanaDAM 2023 announcement and call for participation. The next biennial CanaDAM Conference will take place June 5--8, 2023 in Winnipeg Manitoba, Canada. This will be an in-person meeting hosted jointly by the University of Manitoba and the University of Winnipeg. Conference website: The general topic of the conference is the theory and application of discrete structures. Its goal is to highlight the most salient trends in the field. The conference will bring together researchers from the various disciplines with which discrete and algorithmic mathematics interact. Particular areas of interest include graphs and digraphs, hypergraphs, matroids, ordered sets, designs, coding theory, enumeration, combinatorics of words, discrete optimization, discrete and computational geometry, lattice point enumeration, combinatorial algorithms, computational complexity, and applications of discrete and algorithmic mathemat

Conference announcement: FQ15 International Conference on Finite Fields and Their Applications 2023 Aubervilliers, France June 19-23, 2023.

Image Previous issues Main Committees Invited speakers Submission Program Registration Venue Accommodation Accepted Talks List of Participants Photo International Conference on Finite Fields and Their Applications 2023 (Fq15) The conference  Fq15  will take place at Campus Condorcet, Aubervilliers, France (on line 12 of the Paris metro, at one station from the limit of Paris) during the week of June 19-23, 2023. Fq15  will continue the 30-year-old tradition of a forum for researchers on the mathematical aspects of finite fields and their applications. Previous editions of the  Fq  conference could be found  here . Scientific Scope Topics of interest include, but are not limited to: Theory: structure of finite fields, primitive elements, normal bases, polynomials, number-theoretic aspects of finite fields, character sums, function fields, planar functions and almost perfect nonlinear functions, equations over finite fields. Computation: algorithms and complexi