YEPEZ MARTINEZ, HUITZILIN

YEPEZ MARTINEZ, HUITZILIN

MATEMÁTICAS · Nivel 2

Información*

Nombre HUITZILIN YEPEZ MARTINEZ
Área FÍSICO-MATEMÁTICAS Y CIENCIAS DE LA TIERRA
Campo MATEMÁTICAS
Disciplina ANÁLISIS Y ANÁLISIS FUNCIONAL
Especialidad MATEMATICAS APLICADAS
CVU 92367
Institución
Dependencia SAN LORENZO TEZONCO
Entidad CIUDAD DE MEXICO
Nivel 2
Vigencia Inicio: 01/01/2024
Fin: 31/12/2028

* Información del primer trimestre de 2026.
Fuente: SECIHTI.

Publicaciones ORCID

2025
Analysis of the dynamical properties for the cancer cells density inside a two dimensional growth spatial region International Journal of Biomathematics
2024
Fractional mass-spring system with damping and driving force for modified non-singular kernel derivatives Archive of Applied Mechanics
Analytical soliton solutions for the beta fractional derivative Gross–Pitaevskii system with linear magnetic and time dependent laser interactions Physica Scripta
2023
New modied Atangana-Baleanu fractional derivative applied to solve nonlinear fractional dierential equations Physica Scripta
Analytical solutions for nonlinear systems using Nucci's reduction approach and generalized projective Riccati equations AIMS Mathematics
2022
A new local fractional derivative applied to the analytical solutions for the nonlinear Schrödinger equation with third-order dispersion Journal of Nonlinear Optical Physics and Materials
New analytical solutions by the application of the modified double sub-equation method to the (1 + 1)-Schamel-KdV equation, the Gardner equation and the Burgers equation Physica Scripta
Explicit, periodic and dispersive soliton solutions to the Schamel-KdV equation with constant coefficients Journal of Ocean Engineering and Science
Extended exp (-φ (ξ))-expansion method for some exact solutions of (2+1) and (3+1)-dimensional constant coefficients KdV equations Journal of Ocean Engineering and Science
Some new type optical and the other soliton solutions of coupled nonlinear Hirota equation Results in Physics