Add to ORKGA holomorphic function in a Jordan domain G in the complex plane is constructed with all its derivatives extending continuously up to the boundary G that happens to be a natural boundary of In addition the action of a certain class of operators on presents some universal properties related to the overconvergence phenomenon.Plan Andaluz de Investigación (Junta de Andalucía)Ministerio de Ciencia y Tecnologí
In this paper a system of coordinates for the effective divisors on the Jacobian Variety of a Picard...
We study linear complementarity problems depending on parameters in the right-hand side and (or) in ...
We study linear complementarity problems depending on parameters in the right-hand side and (or) in ...
This talk reports on results on the deformation quantization (star products) and on approximative op...
The approximate subdifferential introduced by Mordukhovich has attracted much attention in recent wo...
The approximate subdifferential introduced by Mordukhovich has attracted much attention in recent wo...
We consider operators of convolution generated by $L^1$ functions in $L^p$ and various spaces of alm...
Among closure operators in the sense of Dikranjan and Giuli [5] the regular ones have a relevan...
We consider operators of convolution generated by $L^1$ functions in $L^p$ and various spaces of alm...
In this paper we show that equi-lsc. functions from a topological vector space X to the extended rea...
In this paper we show that equi-lsc. functions from a topological vector space X to the extended rea...
For general compact Kähler manifolds it is shown that both Toeplitz quantization and geometric quant...
For general compact Kähler manifolds it is shown that both Toeplitz quantization and geometric quant...
For general compact Kähler manifolds it is shown that both Toeplitz quantization and geometric quant...
Let X be a compact Hausdorff topological space and C(X, C) (respectively, C(X, R)) the Banach algebr...
In this paper a system of coordinates for the effective divisors on the Jacobian Variety of a Picard...
We study linear complementarity problems depending on parameters in the right-hand side and (or) in ...
We study linear complementarity problems depending on parameters in the right-hand side and (or) in ...
This talk reports on results on the deformation quantization (star products) and on approximative op...
The approximate subdifferential introduced by Mordukhovich has attracted much attention in recent wo...
The approximate subdifferential introduced by Mordukhovich has attracted much attention in recent wo...
We consider operators of convolution generated by $L^1$ functions in $L^p$ and various spaces of alm...
Among closure operators in the sense of Dikranjan and Giuli [5] the regular ones have a relevan...
We consider operators of convolution generated by $L^1$ functions in $L^p$ and various spaces of alm...
In this paper we show that equi-lsc. functions from a topological vector space X to the extended rea...
In this paper we show that equi-lsc. functions from a topological vector space X to the extended rea...
For general compact Kähler manifolds it is shown that both Toeplitz quantization and geometric quant...
For general compact Kähler manifolds it is shown that both Toeplitz quantization and geometric quant...
For general compact Kähler manifolds it is shown that both Toeplitz quantization and geometric quant...
Let X be a compact Hausdorff topological space and C(X, C) (respectively, C(X, R)) the Banach algebr...
In this paper a system of coordinates for the effective divisors on the Jacobian Variety of a Picard...
We study linear complementarity problems depending on parameters in the right-hand side and (or) in ...
We study linear complementarity problems depending on parameters in the right-hand side and (or) in ...