Tori in dichten gitterförmigen Kugelpackungen
Toric hyperkähler varieties.
Toric varieties in phylogenetics [Book]
Toric varieties, lattice points and Dedekind sums.
Toughness and Delaunay Triangulations.
Towards Sub-cellular Modeling with Delaunay Triangulation
In this article a novel model framework to simulate cells and their internal structure is described. The model is agent-based and suitable to simulate single cells with a detailed internal structure as well as multi-cellular compounds. Cells are simulated as a set of many interacting particles, with neighborhood relations defined via a Delaunay triangulation. The interacting sub-particles of a cell can assume specific roles – i.e., membrane sub-particle, internal sub-particle, organelles, etc –,...
Transformationen von Polyedern in Polyederketten.
Transitivity Domains of Groups of Similarities.
Translative integral formulae for convex bodies.
Translative packing of a convex body by sequences of its homothetic copies
Every sequence of positive or negative homothetic copies of a planar convex body whose total area does not exceed times the area of can be translatively packed in .
Translative packing of a square with sequences of squares
Let S be a square and let S' be a square of unit area with a diagonal parallel to a side of S. Any (finite or infinite) sequence of homothetic copies of S whose total area does not exceed 4/9 can be packed translatively into S'.
Trestles in polyhedral graphs
Triangulating Point Sets in Space.
Triangulation automatique d’un polyèdre en dimension
Triangulations and lattice points.
Triangulations of integral polytopes and Ehrhart polynomials.
Triangulations of simplicial polytopes.
Triangulations of some cases of polyhedra with a small number of tetrahedra
Tropical convexity.
Tropical resultants for curves and stable intersection.