J. Galeano-Peñaloza

activity

20112019

most citedPseudo-differential Operators with Semi-Quasielliptic Symbols Over p-adic Fields

1 citations · 1 across the 2 of their papers we have counts for

collaborators

3 papers

math.AP2019

The $p$ -Adic Scattering equation

Jeanneth Galeano-Penaloza, Oscar Francisco Casas-Sanchez

There are several techniques in classical case for some PDEs, involving the concept of entropy to show convergence of solutions to a steady state. In this work we deal with the $p$ …

math-ph2018

P-adic Markov process and the problem of the first return over balls

O. F. Casas-Sánchez, J. Galeano-Peñaloza, J. J. Rodríguez-Vega

Let $⟨ x ⟩^{α} = (max {∣ x ∣_{p}, p^{r}})^{α}$ and $H^{α} φ = F^{- 1} [(⟨ ξ ⟩^{α} - p^{r α}) F φ]$ , in this article we study the Markov process associated to th…

math.FA2011★ 1 cited

Pseudo-differential Operators with Semi-Quasielliptic Symbols Over p-adic Fields

J. Galeano-Penaloza, W. A. Zuniga-Galindo

In this article, we study pseudo-differential equations involving semi-quasielliptic symbols over p-adics. We determine the function spaces where such equations have solutions. We…

The p-Adic Scattering equation

P-adic Markov process and the problem of the first return over balls

Pseudo-differential Operators with Semi-Quasielliptic Symbols Over p-adic Fields

The $p$ -Adic Scattering equation