Add to ORKGAbstract: In this paper we introduce the distributional function families Sα(x) and RBα (u) named Bessel Elliptic kernel and Bessel Ultrahyperbolic kernel, where α is a complex number. In particular when α = 2k, S2k(x) and RB2k(u), k = 1, 2,... appear in [1]. We found some relations between the operator ∆kB and ∆ k and between RBα (u) and R H α (u), where
In this paper our aim is to study the classical Bessel-Struve kernel. Monotonicity and log-convexity...
Besov spaces of harmonic functions on the unit ball of R '' are defined by requiring Sufficiently hi...
AbstractIn this paper a general theory of operator-valued Bessel functions is presented. These funct...
Abstract: In this paper we introduce the distributional function families Sα(x) and RBα (u) named Be...
We define the Bessel ultrahyperbolic Marcel Riesz operator on the function f by Uαf=RαB*f, where RαB...
We study the general solution of equation □B,cku(x)=f(x), where □B,ck is the ultrahyperbolic Bessel ...
RESUMEN: Considerando los núcleos de Riesz como casos particulares del núcleo causal ultrahiperbólic...
Summary. The discussion centers around three applications of heat kernel consid-erations on R, Z and...
AbstractThis paper presents representation-theoretic applications of the theory of operator-valued B...
Abstract. Let gυ(z) be the classical Bessel function of the first kind of order υ and f be an analyt...
Besov spaces of harmonic functions on the unit ball of Rn are defined by requiring sufficiently high...
Abstract. By taking an appropriate limit, we obtain the Bessel functions related to root systems as ...
We prove qualitatively sharp heat kernel bounds in the setting of Fourier-Bessel expansions when the...
Besov spaces of harmonic functions on the unit ball of R '' are defined by requiring Sufficiently hi...
Besov spaces of harmonic functions on the unit ball of R '' are defined by requiring Sufficiently hi...
In this paper our aim is to study the classical Bessel-Struve kernel. Monotonicity and log-convexity...
Besov spaces of harmonic functions on the unit ball of R '' are defined by requiring Sufficiently hi...
AbstractIn this paper a general theory of operator-valued Bessel functions is presented. These funct...
Abstract: In this paper we introduce the distributional function families Sα(x) and RBα (u) named Be...
We define the Bessel ultrahyperbolic Marcel Riesz operator on the function f by Uαf=RαB*f, where RαB...
We study the general solution of equation □B,cku(x)=f(x), where □B,ck is the ultrahyperbolic Bessel ...
RESUMEN: Considerando los núcleos de Riesz como casos particulares del núcleo causal ultrahiperbólic...
Summary. The discussion centers around three applications of heat kernel consid-erations on R, Z and...
AbstractThis paper presents representation-theoretic applications of the theory of operator-valued B...
Abstract. Let gυ(z) be the classical Bessel function of the first kind of order υ and f be an analyt...
Besov spaces of harmonic functions on the unit ball of Rn are defined by requiring sufficiently high...
Abstract. By taking an appropriate limit, we obtain the Bessel functions related to root systems as ...
We prove qualitatively sharp heat kernel bounds in the setting of Fourier-Bessel expansions when the...
Besov spaces of harmonic functions on the unit ball of R '' are defined by requiring Sufficiently hi...
Besov spaces of harmonic functions on the unit ball of R '' are defined by requiring Sufficiently hi...
In this paper our aim is to study the classical Bessel-Struve kernel. Monotonicity and log-convexity...
Besov spaces of harmonic functions on the unit ball of R '' are defined by requiring Sufficiently hi...
AbstractIn this paper a general theory of operator-valued Bessel functions is presented. These funct...