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Perfil investigador
Esp
Dr. José Geiser Villavicencio Pulido

Professor
Departament of Environmental Sciences

Division of Biological and Health Sciences


Level 1
Member of the National System of Researchers
(SNII)

Physics-Mathematics and Earth Sciences



Lerma Campus

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Sustainable Development Goals

• 3 Good Health and Well-Being

• 12 Responsible Consumption and Production

• 15 Life on Land


Research interests

• Mathematical Epidemiology
• Mathematical Ecology
• Mathematical Ecoepidemiology
• Biomathematics

Profile

Dr. José Geiser Villavicencio Pulido

Dr. Villavicencio-Pulido obtained the degree of Bachelor of Mathematics awarded by the Autonomous University of Guerrero in 2001 with the presentation of the thesis “A model of the mutant AIDS virus”, which was developed entirely at the CIMAT (Centro in Research in Mathematics) where he obtained a thesis scholarship. It is at CIMAT that in 2003 he obtained the degree of master of science with a focus on Applied Mathematics, with the presentation of the thesis "Latency, multiple endemic states and backward bifurcation" and the degree of doctor of science with a focus on Mathematics. Applied in 2006, with the presentation of the Thesis “Basic Cycles Associated with the presence of backward bifurcations in epidemiological models”.

Dr. Villavicencio-Pulido has been a teacher for just over 22 years. During this time he has taught more than 100 Undergraduate and Postgraduate courses at different Universities in the Country. In 2019 he won the teaching award in the Division of Biological and Health Sciences. In the period between 2006 and 2010, Dr. Villavicencio-Pulido organized workshops, seminars and conferences related to the applications of mathematics to biology. In 2007, Dr. Villavicencio-Pulido was elected President of the Latin American Society of Mathematical Biology (SOLABIMA), in the city of Campinas, Brazil, a position he held for two years, marking the end of this period with the completion of the “VI Latin American Congress of Mathematical Biology” in the city and port of Acapulco in November 2009.

Dr. Villavicencio Pulido has so far 43 articles in indexed and/or refereed journals, and 4 book chapters. Regarding the training of human resources, he has directed 3 postgraduate theses, 8 undergraduate theses and 4 terminal projects. One of the activities he most enjoys is bringing science to young people. In that sense, he has directed projects in science summers, in which he worked with high school and high school youth from the interior of the country (Mexico). In addition, Dr. Villavicencio has organized Science Workshops for young people and the event called Expomatemáticas.

He was Technical Manager of the Fomix Project “Creation and Strengthening of the Master's Degree in Mathematical Sciences” 2011-2013. Responsible for the PROMEP project. “Development and consolidation of Mathematics Applied to Biology in the state of Guerrero.” 2007-2009. Regarding academic management, in 2010 he was appointed Deputy Director of the 4 nodes that make up the Faculty of Mathematics of the Autonomous University of Guerrero, carrying out the activities associated with the Academic and Administrative Deputy Director. Before being deputy director he was coordinator of the Bachelor's Degree in Mathematics at UAGro.

Since April 2015 he is a full-time professor at the Lerma Campus of the Universidad Autónoma Metropolitana. Since that date he has taught teaching-learning units with biomathematics content for the Bachelor of Environmental Biology programs. In addition, he participates in management activities within the University. Dr. Villavicencio is currently Head of the “Biomathematics” research area at the Universidad Autónoma Metropolitana, Lerma Campus.



Information provided by the academic staff

Research interests

• Mathematical Epidemiology
• Mathematical Ecology
• Mathematical Ecoepidemiology
• Biomathematics

Academic Work

On the following pages you can consult the research work:






Some examples of publications

Select the bibliographic reference to consult each publication:


Open Access References UN SDGs
Díaz-Marín, H.G., Guerrero-Flores, S., Osuna, O. and 1 more (...) (2025).A Class of Mutualistic Systems Having an Almost Periodic Global Attractor. Differential Equations and Dynamical Systems,33(1) 123-140| 15 |
Díaz-Marín, H.G., Osuna, O., Villavicencio-Pulido, J.G. (2025).A bidirectional associative memory model with almost periodic endogenous and exogenous stimuli. Journal of Mathematical Modeling,13(1) 33-48
OADíaz-Marín, H.G., Osuna, O., Villavicencio-Pulido, J.G. (2025).An almost periodic θ-logistic model to describe climate-mediated shifts in mutualistic species with K strategies. Boletim da Sociedade Paranaense de Matematica,43
OARivera-Galindo, M.A., Aguirre-Garrido, F., Garza-Ramos, U. and 3 more (...) (2024).Relevance of the Adjuvant Effect between Cellular Homeostasis and Resistance to Antibiotics in Gram-Negative Bacteria with Pathogenic Capacity: A Study of Klebsiella pneumoniae. Al-Rafidain Journal of Medical Sciences,13(6) | 3 |
Villavicencio-Pulido, J.G., Robles-Sámano, R., Tapia-Santos, B. (2024).Sustainable scenarios in a plants–rhizobacteria–plant consumers system are in risk when biotic or abiotic factors change. Mathematical Biosciences,375
OADíaz-Marín, H., Osuna, O., Villavicencio-Pulido, J.G. (2024).Global Stability for SIR Models with Nonlinear Incidence and Removal Functions. Trends in Computational and Applied Mathematics,25(1) | 3 |
OAVillavicencio-Pulido, J.G., Barradas, I., Nila-Luévano, C. (2024).Additive multiple contacts and saturation phenomena in epidemiological models are not detected by R 0. Mathematical Modelling of Natural Phenomena,19| 3 |
OAVillavicencio-Pulido, J.G., Barradas, I., Saldaña, F. and 1 more (...) (2023).The Sooner Strict Public Health Strategies are Applied the Lower the Peak of the Epidemic: the SARS-CoV-2 Case. Trends in Computational and Applied Mathematics,24(3) 575-594| 3 |
OAVillavicencio-Pulido, J.G., Vázquez-Hipólito, V., García-Cruz, G.J. (2023).Catastrophic or sustainable scenarios might occur when the carrying capacities of a tourism-based socioecological system vary. Natural Resource Modeling,36(2) | 8 | 12 | 15 |
Díaz-Marín, H.G., Osuna, O., Villavicencio-Pulido, G. (2023).AN OSCILLATORY MODEL FOR GLOBALLY STABLE PROTEIN TRANSCRIPTION DYNAMICS. Journal of Biological Systems,31(3) 833-847
OADíaz-Marín, H.G., Osuna, O., Villavicencio-Pulido, G. (2023).Modeling the effects of climate change on the population dynamics of mosquitoes that are vectors of infectious diseases. Proyecciones,42(4) 1031-1049| 3 | 13 |
Guerrero-Flores, S., Osuna, O., Villavicencio Pulido, J.G. (2023).Periodic orbits in a seasonal SIRS model with both incidence and treatment generalized rates. Revista Colombiana de Matematicas,57(1) 19-36| 3 |
OASaldaña, F., Camacho-Gutiérrez, J.A., Villavicencio-Pulido, G. and 1 more (...) (2022).Modeling the transmission dynamics and vaccination strategies for human papillomavirus infection: An optimal control approach. Applied Mathematical Modelling,112767-785| 3 |
OAOsuna, O., Villavicencio-Pulido, J.G. (2021).Seasonal Treatment of an Infectious Disease is a Social Driver of Sustained Oscillations in the Disease Incidence. Trends in Computational and Applied Mathematics,22(2) 279-289| 3 |
Guerrero-Cabrera, L., Luna Olivera, B.C., Villavicencio-Pulido, J.G. and 1 more (...) (2020).Proximity and density of neighboring farms and water supply, as risk factors for bacteriosis: A case study of spatial risk analysis in tilapia and rainbow trout farms of Oaxaca, Mexico. Aquaculture,520| 3 | 14 |

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Courses taught by the professor in recent trimesters

*Courses are conducted in spanish

Num.Trim.Course NameLevel
1
26I
Seminario VIIPosgrado
2
26I
Trabajo de Investigación IIIPosgrado
3
26I
Trabajo de Investigación IXPosgrado
4
26I
Modelación Integral de los Impactos AmbientalesLicenciatura
5
25O
Bases de la Comunicación MatemáticaLicenciatura
6
25O
Elementos de Modelación DinámicaLicenciatura
7
25O
Seminario VIIPosgrado
8
25O
Trabajo de Investigación IIPosgrado
9
25O
Trabajo de Investigación IXPosgrado
10
25P
Ecuaciones DiferencialesLicenciatura
11
25P
Trabajo de Investigación VIIIPosgrado
12
25P
Trabajo de Investigación IPosgrado
13
25P
Teoría de Juegos EvolutivaLicenciatura
14
25P
Temas Selectos Interdivisionales ViLicenciatura
15
25P
Taller Optativo Interdivisional VILicenciatura
16
25P
Taller Optativo InterdIVisional IVLicenciatura
17
25P
Modelación Integral de los Impactos AmbientalesLicenciatura
18
25I
Ecuaciones DiferencialesLicenciatura
19
25I
Trabajo de Investigación VIIPosgrado
20
25I
Modelación Integral de los Impactos AmbientalesLicenciatura
21
24O
Elementos de Modelación DinámicaLicenciatura
22
24O
Proyecto InterdisciplinarioLicenciatura
23
24O
Seminario VIPosgrado
24
24O
Trabajo de Investigación VIPosgrado
25
24P
Ecuaciones DiferencialesLicenciatura
26
24P
Elementos de Modelación DinámicaLicenciatura
27
24P
Modelación Integral de los Impactos AmbientalesLicenciatura
28
24P
Seminario VPosgrado
29
24P
Trabajo de Investigación VPosgrado
30
24I
Trabajo de Investigación IVPosgrado
31
24I
Tópicos Selectos Interdisciplinarios IVLicenciatura
32
24I
Modelación Integral de los Impactos AmbientalesLicenciatura
33
24I
Teoría de Juegos EvolutivaLicenciatura
34
24I
Taller Optativo Interdivisional XLicenciatura
35
24I
Seminario IVPosgrado
36
24I
Ingeniería del entretenimiento Licenciatura
37
24I
Eco-Epidemiologia MatemáticaLicenciatura
38
24I
Taller Optativo Interdivisional VILicenciatura
39
23O
Bases de la Comunicación MatemáticaLicenciatura
40
23O
Seminario IIIPosgrado
41
23O
Trabajo de Investigación IIIPosgrado
42
23P
Seminario IIPosgrado
43
23P
Trabajo de Investigación IIPosgrado
44
23P
Elementos de Modelación DinámicaLicenciatura
45
23P
Ecuaciones DiferencialesLicenciatura
46
23I
Bases para el Análisis de Datos ILicenciatura
47
23I
Seminario IPosgrado
48
23I
Trabajo de Investigación IPosgrado
49
22O
Ecuaciones DiferencialesLicenciatura
50
22O
Proyecto Terminal en Ciencia y Tecnología de Alimentos IILicenciatura
51
22O
Proyecto Terminal de Psicología Biomédica ILicenciatura
52
22O
Proyecto Terminal de Biología Ambiental IILicenciatura
53
22O
Proyecto Terminal de Biología Ambiental ILicenciatura
54
22O
Elementos de Modelación MatricialLicenciatura
55
22O
Elementos de Modelación DinámicaLicenciatura
56
22P
Eco-Epidemiologia MatemáticaLicenciatura
57
22P
Ecuaciones DiferencialesLicenciatura
58
22P
Trabajo de Redacción de Tesis IIIPosgrado
59
22I
Bases para el Análisis de Datos ILicenciatura
60
22I
Eje Integrador: EcologíaLicenciatura
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Universidad Autónoma Metropolitana, 2026.