Ray system in lasers, nonlinear arithmetic pyramid and nonlinear arithmetic triangles

Abstract

The paper describes a system of rays declining at small angles in lasers. The correlation between a group of rays and binomial coefficients is shown. The correlation of distribution of rays in the system of numbers placed in a three-dimensional table, the nonlinear arithmetic pyramid is shown. Two types of nonlinear arithmetic triangles are considered. Various types of partitions of integers is described.

arXiv comment14 pages, 6 figures

References in corpus (1)

• The `diffusion' of light and angular distribution in the laser equipped with a multilobe mirror

Cited by in corpus (2)

• Ray trajectories, binomial of a new type, and the binary system; on binomial distribution of the second (nonlinear) type for big binomial power
• New view on the diffraction discovered by Grimaldi and Gaussian beams