On the Representation and Multiplication of Basic Alternating Cycle Matrices
Tetrahedra on deformed spheres and integral group cohomology.
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 –,...
Uniform properties of collections of convex bodies.
Venn diagrams with few vertices.