Random subdivisions of space into crystals . For general models we consider they become really cumbersome. First of all note that if the tesselation exists it is simple with probability 1. Gilbert, E. N. Random subdivisions of space into crystals . Results obtained by numerical integration are briefly discussed below.
Similar problems occur if nuclei grow with constant but different velocities.
Random subdivisions of space into crystals . E.N. Gilbert, Random subdivisions of space into crystals , Ann. E. N. Gilbert. Random subdivisions of space into crystals . No context found.