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Minkowski's Lattice Point Theorem
[article]
2020
arXiv
pre-print
This paper formulates the elegant theorem on the existence of a nonzero lattice point in any convex symmetric body of sufficiently large volume proved by Minkowski. This result started the journey of a different and extraordinarily beautiful branch of number theory known as the Geometry of Numbers. This theorem provides a constraint on the volume of a centrally symmetrical convex body in Euclidean n dimensional space to contain at least one lattice point except for the trivial point 0. In this
arXiv:2010.00245v1
fatcat:vhvqw3unkrdsbplkxjf3ug26ly