J. Medina

activity

20172019

collaborators

Showing math.FAShow all

4 papers · 1 filter

math.FA2019

Convergence of $p$ -Stable Random Fractional Wavelet Series and Some of its Properties

Juan M. Medina, Fernando R. Dobarro, Bruno Cernuschi-Frías

For appropriate orthonormal wavelet basis ${ψ_{j k}^{e}}_{j \in Z k \in Z^{d} e \in {0, 1}^{d}}$ , constants $p$ and $γ$ , if $I_{γ}$ denotes the Riesz fractiona…

math.FA2018

Sampling basis in reproducing kernel Banach spaces

Hernán D. Centeno, Juan M. Medina

We present necessary and sufficient conditions to hold true a Kramer type sampling theorem over semi-inner product reproducing kernel Banach spaces. Under some sampling-type hypoth…

math.FA2017

H-Regular Borel measures on locally compact abelian groups

Lutz Peter Klotz, Juan Miguel Medina

Let $G$ be an LCA group, $H$ a closed subgroup, $Γ$ the dual group of $G$ . In accordance with analogous notions in prediction theory the classes of $H$ -regular and $H$ -sing…

math.FA2017

Density of spaces of trigonometric polynomials with frequencies from a subgroup in $L^{α}$ -spaces

Juan Miguel Medina, Lutz Peter Klotz, Manfred Riedel

Let $G$ be an LCA group, $H$ a closed subgroup, $Γ$ the dual group of $G$ and $μ$ be a regular finite non-negative Borel measure on $Γ$ . We give some necessary and…

Convergence of p-Stable Random Fractional Wavelet Series and Some of its Properties

Sampling basis in reproducing kernel Banach spaces

H-Regular Borel measures on locally compact abelian groups

Density of spaces of trigonometric polynomials with frequencies from a subgroup in Lα-spaces

Convergence of $p$ -Stable Random Fractional Wavelet Series and Some of its Properties

Density of spaces of trigonometric polynomials with frequencies from a subgroup in $L^{α}$ -spaces