Supplementary material (dataset) to "Exploring the energy landscape of the logarithmic potential: local minima and stationary states", by P. Amore, V. Figueroa, R. Ramos

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Main Author: Amore, Paolo
Format: Recurso digital
Published: Zenodo 2025
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_version_ 1866901763279290368
author Amore, Paolo
author_facet Amore, Paolo
contents <div> <p>This is the supplementary material of the paper "Exploring the energy landscape of the logarithmic potential: local minima and stationary states", by P. Amore, V. Figueroa, R. Ramos</p> <p>It contains the configurations of local minima and stationary configurations of point charges confined to a sphere and interacting via the logarithmic potential.  The configurations are stored in spherical coordinates.  Each file contains a different configuratio, with 2N components, N being the number of points on the sphere: values at odd positions are the theta components, values at even positions are the phi components. The configurations have a point at the north pole and another point on the xz plane.</p> </div>
format Recurso digital
id zenodo_https___doi_org_10_5281_zenodo_17923310
institution Zenodo
language
publishDate 2025
publisher Zenodo
record_format zenodo
spellingShingle Supplementary material (dataset) to "Exploring the energy landscape of the logarithmic potential: local minima and stationary states", by P. Amore, V. Figueroa, R. Ramos
Amore, Paolo
<div> <p>This is the supplementary material of the paper "Exploring the energy landscape of the logarithmic potential: local minima and stationary states", by P. Amore, V. Figueroa, R. Ramos</p> <p>It contains the configurations of local minima and stationary configurations of point charges confined to a sphere and interacting via the logarithmic potential.  The configurations are stored in spherical coordinates.  Each file contains a different configuratio, with 2N components, N being the number of points on the sphere: values at odd positions are the theta components, values at even positions are the phi components. The configurations have a point at the north pole and another point on the xz plane.</p> </div>
title Supplementary material (dataset) to "Exploring the energy landscape of the logarithmic potential: local minima and stationary states", by P. Amore, V. Figueroa, R. Ramos
url https://doi.org/10.5281/zenodo.17923310