Ángel Morán Ledezma

activity

20232026

most citedHearing Shapes via p-Adic Laplacians

12 citations · 12 across the 4 of their papers we have counts for

collaborators

4 papers

math.PR2026

$p$ -Adic Diffusion and Random Walks on $[0, 1]$

Patrick Erik Bradley, Paulina Halwas, Ell Ari Nitsche +1

Integral operators on the real unit interval are constructed as transported from ones on the $p$ -adic unit disc via the Monna map. This gives rise to strong Markov processes on $[0…

math.NT2025

Hearing the Serre invariant of a compact $p$ -adic analytic manifold

Patrick Erik Bradley, Ángel Morán Ledezma

Using a previous novel way of defining kernel functions for Laplacian integral operators on a compact $p$ -adic analytic manifold $X$ , one such operator $Δ_{0}^{s}$ with $s\in\mathds{R}…

cs.DM2024

Approximating Diffusion on Finite Multi-Topology Systems Using Ultrametrics

Patrick Erik Bradley, Angel Alfredo Moran Ledezma

Motivated by multi-topology building and city model data, first a lossless representation of multiple $T_{0}$ -topologies on a given finite set by a vertex-edge-weighted graph is give…

math.SP2023★ 12 cited

Hearing Shapes via p-Adic Laplacians

Patrick Erik Bradley, Ángel Morán Ledezma

For a finite graph, a spectral curve is constructed as the zero set of a two-variate polynomial with integer coefficients coming from p-adic diffusion on the graph. It is shown tha…

p-Adic Diffusion and Random Walks on [0,1]

Hearing the Serre invariant of a compact p-adic analytic manifold

Approximating Diffusion on Finite Multi-Topology Systems Using Ultrametrics

Hearing Shapes via p-Adic Laplacians

$p$ -Adic Diffusion and Random Walks on $[0, 1]$

Hearing the Serre invariant of a compact $p$ -adic analytic manifold