Volume no :2, Issue no: 1, September (2009)

Journal of Algebra, Number Theory: Advances and Applications

MATRICES WITH CONVOLUTIONS OF BINOMIAL FUNCTIONS, THEIR DETERMINANTS, AND SOME EXAMPLES

Author's: Norman C. Severo and Paul J. Schillo
Pages: [51] - [57]
Received Date: January 20, 2009; Revised April 21, 2009
Submitted by:

Abstract

The purpose of this article is to obtain the determinant of any member of a class of matrices, whose entries are convolutions of binomial functions. We also give here some examples in the form of problems and solutions, which use some of the properties of these matrices.

Keywords

matrices, convolution of binomial functions, determinants, Krawtchouk matrix.