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Vol. 16 No. 2 (2021)

Volume 16 No. 2 (2021) is a special issue for the proceedings of The Banff International Research Station workshop entitled "Homogeneous Structures, A Workshop in Honour of Norbert Sauer's 70th Birthday" which was held from November 8th to November 13th, 2015.

Norbert Sauer is one of the three founding co-editors-in-chief of Contributions to Discrete Mathematics having served in that capacity since Volume 1 Number 1 (2006).

For a group photo and a description of the themes of the meeting see : https://www.birs.ca/events/2015/5-day-workshops/15w5100

I want to thank Lionel Nguyen Van Thé, Institut de Mathématiques de Marseille, for taking on editorship of this special edition, soliciting contributions, having them refereed, and getting the final \tex files for technical editing. Lionel also prepared a summary of various open problems that were discussed in problem sessions at the workshop. The summary is a feature of this issue.

Robert Woodrow, Managing Editor.

Published: 2021-06-29

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Scope

We publish research articles written in English in areas such as combinatorics and graph theory, discrete and computational geometry, discrete optimization and operations research, theoretical computer science, and coding and communication theory. In particular, the following topics (2000 AMS classification numbers in parentheses):

  • Mathematical logic and universal algebra (03B, 03C, 08)
  • Applications of logic to algebra and computer science (03B, 03D, 03G)
  • Set theory (03E)
  • Designs (05B, 51E)
  • Sphere packings, coverings and arrangements (05B, 52C)
  • Geometric and algebraic combinatorics (05E)
  • Partially ordered sets and lattices (06A, 06B)
  • Diophantine approximation (11J)
  • Cryptography, especially algebraic and number theoretic methods (11T, 14G)
  • Computational number theory (11Y)
  • Linear and nonlinear equations in matrices and operators (15A, 47A, 47J)
  • Discrete geometry including the theory of polytopes and rigidity (32F, 52B, 52C)
  • Operator theory with discrete aspects (46N, 47A)
  • Combinatorial and finite geometry (51D, 51E)
  • Computational geometry including computational convexity (52B, 65D)