MMN-5039

On fractal Bernoulli differential equations and their applications

Daniel Alfonso Santiesteban; Ricardo Abreu Blaya; Yamilet Quintana; José María Sigarreta Almira;

Abstract

In this paper we study a Bernoulli-type differential equation that replace the integer derivative by a fractal derivative. We show the goodness-of-fit of this model for real data and comparing it to classical models.


Vol. 27 (2026), No. 1, pp. 329-344
DOI: https://doi.org/10.18514/MMN.2026.5039


Download: MMN-5039