In analogy to the role of Lommel polynomials ?in relation to Bessel functions Jv(z) the theory of Associated Hermite polynomials in the scaled form ?with parmet
Sum of two nilpotent elements in a ring may not be nilpotent in general, but for commutative rings this sum is nilpotent. In between commutative and non-commuta
A general approach to transference principles for discrete and continuous sequence of operators (semi) groups is described. This allows one to recover the class
In this paper, the methods developed by?[1] are used to analyze flowback data, which involves modeling flow both before and after the breakthrough of formation
In this article we proved so-called strong reflection principles corresponding to formal theories Th which has omega-models or nonstandard model with standard p