Study of the degenerate Lévy-Meixner Appell polynomials via falling operators. Complex Analysis and Operator Theory
The goal of this paper is to present new results on generalized polynomial sequence known as degenerate Lévy-Meixner Appell polynomials associated with the infinite-dimensional degenerate Lévy-Meixner distribution. Additionally, the connection that exists between brand-new polynomials, the degenerate falling operators and the Bell polynomials has been investigated. This paper presents novel properties of the kernels P_{n, \lambda}in infinite dimensions, offering valuable insights, broadening the scope of our results.
In this paper we present a general mathematical construction that allows us to define a parametric class of non-Gaussian processes, namely degenerate Brownian motion (dBm). This class, is made up…
The goal of this paper is to present new results on generalized polynomial sequence known as degenerate Lévy-Meixner Appell polynomials associated with the infinite-dimensional degenerate Lévy-…