This article reviews and interprets recent mathematics of special functions, with emphasis on integral representations of multiple hypergeometric functions. B.C. Carlson's centrally important ...
Hypergeometric functions are at the heart of many analytical and applied mathematical investigations. These functions, generally defined via power series that extend the geometric series, have been ...
ABSTRACT: Hypergeometric functions have been increasingly present in several disciplines including Statistics, but there is much confusion on their proper uses, as well as on their existence and ...
Let $(a_1, \ldots, a_p)$ and $(b_1, \ldots, b_q)$ be two vectors of real or complex numbers, possibly empty, $\alpha > 0$ and $X$ a real symmetric or a complex ...
ABSTRACT: In this paper, some Wgh inequalities for univalent harmonic analytic functions defined by Wright's generalized hypergeometric (Wgh) functions to be in certain classes are observed and proved ...
It is well known that the matrix elements in the principal representations of SL (2, R) with respect to the appropriate basis are essentially hypergeometric functions. A parallel theory is presented ...
Abstract: Special functions such as hypergeometric function and Laguerre polynomials are particular mathematical functions which are having a great significant importance in MIMO wireless systems.
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