Abstract: This work proposes a new approach to find the generating function (GF) of the Zernike polynomials in two dimensional form. Combining the methods of GFs and discrete-time systems, we can ...

In the present paper, the author applies some of his earlier results which extend the well-known Hille-Hardy formula for the Laguerre polynomials to certain classes of generalized hypergeometric ...

Introduction: Endothelial function has been shown to be deteriorated by the presence of atrial fibrillation (AF). Therefore, we hypothesized that serial change in the endothelial function can predict ...

Recurrence relations can vary greatly in complexity and form depending on the specific sequence or problem being modeled. They are often used in algorithm analysis, dynamic programming, and solving ...

Left atrial (LA) function following catheter or surgical ablation of de-novo long-standing persistent atrial fibrillation (AF) and its impact on AF recurrence was studied in patients participating in ...

This program was created by Jih-Wang Aaron Wang. It is to generate scalar and vector Spherical Harmonics Functions. Only two (Y and PSI) of the three (Y, PHI, and PSI) functions are generated and ...

In this paper, we present recurrence relations between the single and the product moments for order statistics from doubly truncated Makeham distribution. Characterizations for the Makeham ...

We study continuous (strongly) minimal cut generating functions for the model where all variables are integer. We consider both the original Gomory-Johnson setting as well as a recent extension by ...