We present some results on the asymptotic growth behavior of periodic k-hypermonogenic functions on upper half-space. A generalization of the classical Valiron inequality for this class of functions and some basic properties are discussed
In previous work, the authors discovered new examples of q-hypergeometric series related to the arit...
summary:This note verifies a conjecture of Král, that a continuously differentiable function, which ...
In this paper we prove a Cauchy-Kowalevski theorem for the functions satisfying the system ∂xf∂x = 0...
In this paper we present some rudiments of a generalized Wiman-Valiron theory in the context of poly...
19 pages, no figures.-- MSC1991 codes: 33C05, 33C55, 31B15.MR#: MR1393128 (98b:33007)Zbl#: Zbl 0864....
In this note, we survey the fundamental theorem of prehomogeneous vector spaces which is related to ...
AbstractWe present new sharp inequalities for the Maclaurin coefficients of an entire function from ...
We study higher uniformity properties of the M\"obius function $\mu$, the von Mangoldt function $\La...
In this paper, by using the Bernoulli numbers and the exponential complete Bell polynomials, we esta...
In two papers, Littlewood studied seemingly unrelated constants: (i) the best α such that for any po...
We consider the modified Cauchy- Riemann operator M-k = Sigma(n)(i=0)=0(ei partial derivative xi) + ...
AbstractIn this paper, using a modified Poisson kernel in an upper half-space, we prove that a harmo...
We consider the Ehrhart h[superscript ∗]-vector for the hypersimplex. It is well-known that the sum ...
In this paper we present some results on the asymptotic growth behavior of periodic paravector value...
Let Pt be the Poisson kernel. We study the following Lp inequality for the Poisson integral P f(x, t...
In previous work, the authors discovered new examples of q-hypergeometric series related to the arit...
summary:This note verifies a conjecture of Král, that a continuously differentiable function, which ...
In this paper we prove a Cauchy-Kowalevski theorem for the functions satisfying the system ∂xf∂x = 0...
In this paper we present some rudiments of a generalized Wiman-Valiron theory in the context of poly...
19 pages, no figures.-- MSC1991 codes: 33C05, 33C55, 31B15.MR#: MR1393128 (98b:33007)Zbl#: Zbl 0864....
In this note, we survey the fundamental theorem of prehomogeneous vector spaces which is related to ...
AbstractWe present new sharp inequalities for the Maclaurin coefficients of an entire function from ...
We study higher uniformity properties of the M\"obius function $\mu$, the von Mangoldt function $\La...
In this paper, by using the Bernoulli numbers and the exponential complete Bell polynomials, we esta...
In two papers, Littlewood studied seemingly unrelated constants: (i) the best α such that for any po...
We consider the modified Cauchy- Riemann operator M-k = Sigma(n)(i=0)=0(ei partial derivative xi) + ...
AbstractIn this paper, using a modified Poisson kernel in an upper half-space, we prove that a harmo...
We consider the Ehrhart h[superscript ∗]-vector for the hypersimplex. It is well-known that the sum ...
In this paper we present some results on the asymptotic growth behavior of periodic paravector value...
Let Pt be the Poisson kernel. We study the following Lp inequality for the Poisson integral P f(x, t...
In previous work, the authors discovered new examples of q-hypergeometric series related to the arit...
summary:This note verifies a conjecture of Král, that a continuously differentiable function, which ...
In this paper we prove a Cauchy-Kowalevski theorem for the functions satisfying the system ∂xf∂x = 0...
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