Add to ORKGAbstract. In this note we show that for an arbitrary reductive Lie group and any admissible irreducible Banach representation the Mellin transforms of Whittaker functions extend to meromorphic functions. We locate the possible poles and show that they always lie along translates of walls of Weyl chambers
ABSTRACT. Initial and final value Abellan theorems for the Whittaker transform of functions and of d...
By using Ramanujan's q-extension of the Euler integral representation for the gamma function, we der...
AbstractIn this paper a general theory of operator-valued Bessel functions is presented. These funct...
This paper deals with Mellin transforms of rational functions g/f in several variables. We prove tha...
Abstract. This paper deals with Mellin transforms of rational functions g/f in several variables. We...
AbstractThe double Mellin transforms of the unramified Whittaker functions on GL(3, C) are evaluated...
AbstractA holomorphic family of differential operators of infinite order is constructed that transfo...
Abstract. On behalf of the Mellin-type convolution a space of Lebesgue integrable Boehmians is const...
New type Paley–Wiener theorems for the modified multidimensional Mellin and inverse Mellin transform...
The purpose of this overview paper is to present an approach to Mellin transform theory that is full...
Abstract. The Mellin transform of Whittaker functions gives the archimedean factor of the automorphi...
Mellin Transform occurs in many branches of Applied Mathematics and Engineering. The Mellin transfor...
We discuss various approaches to this subject, including covering lemmas, interpolation theorems, th...
Abstract. In this paper we establish a connection between the associated variety of a representation...
The short-distance behavior of the measure of a sphere and of the correlation integral is determi...
ABSTRACT. Initial and final value Abellan theorems for the Whittaker transform of functions and of d...
By using Ramanujan's q-extension of the Euler integral representation for the gamma function, we der...
AbstractIn this paper a general theory of operator-valued Bessel functions is presented. These funct...
This paper deals with Mellin transforms of rational functions g/f in several variables. We prove tha...
Abstract. This paper deals with Mellin transforms of rational functions g/f in several variables. We...
AbstractThe double Mellin transforms of the unramified Whittaker functions on GL(3, C) are evaluated...
AbstractA holomorphic family of differential operators of infinite order is constructed that transfo...
Abstract. On behalf of the Mellin-type convolution a space of Lebesgue integrable Boehmians is const...
New type Paley–Wiener theorems for the modified multidimensional Mellin and inverse Mellin transform...
The purpose of this overview paper is to present an approach to Mellin transform theory that is full...
Abstract. The Mellin transform of Whittaker functions gives the archimedean factor of the automorphi...
Mellin Transform occurs in many branches of Applied Mathematics and Engineering. The Mellin transfor...
We discuss various approaches to this subject, including covering lemmas, interpolation theorems, th...
Abstract. In this paper we establish a connection between the associated variety of a representation...
The short-distance behavior of the measure of a sphere and of the correlation integral is determi...
ABSTRACT. Initial and final value Abellan theorems for the Whittaker transform of functions and of d...
By using Ramanujan's q-extension of the Euler integral representation for the gamma function, we der...
AbstractIn this paper a general theory of operator-valued Bessel functions is presented. These funct...