Laplace type problem for lattice with cell composed by two quadrilaterals and one triangle

• DOI: 10.12988/ams.2014.37407
• Publication Date: 2014-02-04T20:46:19Z
• Authors: D. Barilla; G. Caristi; E. Saitta; M. Stoka
• Keywords: Integral Geometry; Geometric Probability; stochastic geometry; random sets; random convex sets; 0211 other engineering and technologies; 02 engineering and technology

In some previous papers [1], [2], [3], [4] the authors studies some Laplace type problems for some lattice with different foundamental cell. We want to compute the probability that a segment of random position and of constant lenght intersects a side of a lattice with cell rapresented in fig.1. 1 Main Results Let < (a)the lattice with the fundamental cell C0 rapresented in fig.1 790 D. Barilla, G. Caristi, E. Saitta and M. Stoka