Euclidean lattices: theory and applications
arXiv:2307.08137 · doi:10.46298/cm.11596
Abstract
In this editorial survey we introduce the special issue of the journal Communications in Mathematics on the topic in the title of the article. Our main goal is to briefly outline some of the main aspects of this important area at the intersection of theory and applications, providing the context for the articles showcased in this special issue.
Communications in Mathematics 31 (2023), no. 2, 251--263
References in corpus (9)
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- On Lattice Constructions D and D' from q-ary Linear Codes
- Well-Rounded ideal lattices of cyclic cubic and quartic fields
- On the number of lattice points in a ball
- On triviality of uniform Diophantine exponents of lattices
- Minkowski's successive minima in convex and discrete geometry
- Perfect Copositive Matrices
- The integer point transform as a complete invariant
- Multidimensional integer trigonometry