Linked from

The 11 pages that link to Lattice, each with the reason it gives.

• Geometry of numbersNarrower topic: Lattices are the discrete structures whose points the subject counts and constrains.

• ParallelogramRelated: Two independent lattice basis vectors span a fundamental parallelogram.

• Sphere packingRelated: Lattice points can serve as centers for periodic sphere arrangements.

• Dirac combRelated: The locations of comb impulses form a one-dimensional lattice.

• Dirichlet's unit theoremNarrower topic: The logarithms of units form a lattice whose rank yields the theorem's formula.

• Minkowski's theorem (geometry of numbers)Narrower topic: The theorem measures its threshold using the volume of a lattice's fundamental region.

• Flat torusRelated: Its two generators specify the translations used to form a flat torus.

• Hermite constantNarrower topic: The Hermite constant optimizes a normalized shortest-vector quantity across lattices.

• Siegel's lemmaNarrower topic: Integer solutions form lattice points inside the kernel of the coefficient matrix.

• Maryna ViazovskaRelated: Both optimal configurations in her results are highly structured lattices.

• Thue's lemmaNarrower topic: The integer solutions sought by the lemma form a lattice in the relevant space.