CASTELLANOS VARGAS, VICTOR
MATEMÁTICAS · Nivel 2
Desde 2000 es Researcher en Juarez Autonomuos University of Tabasco
| Nombre | VICTOR CASTELLANOS VARGAS |
|---|---|
| Área | FÍSICO-MATEMÁTICAS Y CIENCIAS DE LA TIERRA |
| Campo | MATEMÁTICAS |
| Disciplina | ANÁLISIS Y ANÁLISIS FUNCIONAL |
| Especialidad | ECUACIONES DIFERENCIALES ORDINARIAS |
| CVU | 21570 |
| Institución | |
|---|---|
| Dependencia | DIVISION ACADEMICA DE CIENCIAS BASICAS |
| Entidad | TABASCO |
| Nivel | 2 |
| Vigencia | Inicio: 01/01/2026 |
| Fin: 31/12/2030 |
Publicaciones ORCID
- 2021
- Bistability and Hopf bifurcation of a tritrophic system with Holling functional responses Heliyon
- 2019
- The existence of a limit cycle in a pollinator–plant–herbivore mathematical model Nonlinear Analysis: Real World Applications
- 2018
- Andronov–Hopf and bautin bifurcation in a tritrophic food chain model with holling functional response types IV and II Electronic Journal of Qualitative Theory of Differential Equations
- Coexistence of species in a tritrophic food chain model with Holling functional response type IV Mathematical Methods in the Applied Sciences
- Hopf and Bautin Bifurcation in a Tritrophic Food Chain Model with Holling Functional Response Types III and IV International Journal of Bifurcation and Chaos
- 2017
- Existence of limit cycles in a three level trophic chain with Lotka–Volterra and Holling type II functional responses Chaos, Solitons and Fractals
- 2016
- Existence of limit cycles in a tritrophic food chain model with Holling functional responses of type II and III Mathematical Methods in the Applied Sciences
- 2013
- Integrability and global dynamics of the May-Leonard model Nonlinear Analysis: Real World Applications
- 2012
- On the global flow of a 3-dimensional Lotka-Volterra system Nonlinear Analysis, Theory, Methods and Applications
- 2011
- Algebraic and Computational Formulas for the Index of Real Analytic Vector Fields Results in Mathematics
