Minkowski's theorem
Minkowski's theorem
Every symmetric convex set in R^n with volume > 2^n contains a non-zero integer point.
No account needed. By playing, you confirm you're 13 or older and agree to the Terms of use.
No owners yet
Category: Empty
- 0 owners
- 0 copies
- 0 pulls
- Wishlisted
- 0
- In 0 albums
- On 0 showcases
- Market listings
- 0
Not sold on the market yet.
Readers' pathsAug 2026 – Oct 2026
Readers go next to
Share of the 542 clicks on its links
Geometry of numbers
Application of geometry in number theory.
18%
Blichfeldt's theorem
High-area shapes can shift to hold many grid points.
14%
Hermann Minkowski
German mathematician and physicist (1864–1909).
12%
Lattice (group)
Periodic set of points.
12%
Hermite constant
Constant relating to close packing of spheres.
5.4%
Convex set
In geometry, set whose intersection with every line is a single line segment.
4.1%
Ehrhart's volume conjecture
Upper bound on the volume of a convex body containing one lattice point.
4.1%
Pick's theorem
Formula for area of a grid polygon.
2.4%
Lagrange's four-square theorem
Every natural number can be represented as the sum of four integer squares.
2%
Readers come from
Share of the 643 readers arriving from another article
Pick's theorem
Formula for area of a grid polygon.
14%
Geometry of numbers
Application of geometry in number theory.
12%
Ehrhart's volume conjecture
Upper bound on the volume of a convex body containing one lattice point.
12%
Hermite constant
Constant relating to close packing of spheres.
7.9%
Lattice (group)
Periodic set of points.
5.4%
Fermat's theorem on sums of two squares
Condition under which an odd prime is a sum of two squares.
4%
Silver ratio
Number, approximately 2.41421.
1.9%