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Perfil investigador
Esp
Dr. Ana Laura García Perciante

Professor
Departament of Applied Mathematics and Systems

Division of Natural Sciences and Engineering


Level 2
Member of the National System of Researchers
(SNII)

Physics-Mathematics and Earth Sciences



Cuajimalpa Campus

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Sustainable Development Goals

• 4 Quality Education


Research interests

• Kinetic theory
• Irreversible thermodynamics
• Relativistic fluids

Profile

Professor Ana Laura García Perciante obtained her bacherlor’s degree in Engeneering Physics at Universidad Iberoamericana and the MS and PhD ones at the University of Wisconsin, being her mayor and minor areas Phyisics and Mathematics respectively.

She is a full time professor at UAM-C and a member of SNI since 2006. Her research topics focus on relativistic kinetic theory, gravitation and the stability of high temperature gases.

In these areas, she has published over 50 scientific papers and given various conferences and courses since 2002.



Information provided by the academic staff

Research interests

• Kinetic theory
• Irreversible thermodynamics
• Relativistic fluids

Academic Work

On the following pages you can consult the research work:



Other sites of interest

Consult the research work on other websites:






Some examples of publications

Select the bibliographic reference to consult each publication:


Open Access References UN SDGs
Félix Salazar, J., García-Perciante, A.L., Sarbach, O. (2025).Relativistic dissipative fluids in the trace-fixed particle frame: Hyperbolicity, causality, and stability. Physical Review D,111(8)
Salazar, J.F., García-Perciante, A.L., Sarbach, O. (2025).Relativistic dissipative fluids in the trace-fixed particle frame: Strongly hyperbolic quasilinear first-order evolution equations. Physical Review D,111(8)
García-Perciante, A.L., Alvarez Carrillo, M., Méndez, A.R. (2025).Kinetic model for bidirectional pedestrian flow in an evacuation scenario. International Journal of Modern Physics B,39(22)
OAGarcía-Perciante, A.L., Méndez, A.R., Sarbach, O. (2025).Existence of the Chapman–Enskog solution and its relation with first-order dissipative fluid theories. Journal of Non-Equilibrium Thermodynamics,50(2) 295-311
OAGarcía-Perciante, A.L., Méndez, A.R., Chacón-Acosta, G. (2024).The Rayleigh-Brillouin spectrum for bidimensional relativistic fluids in the relaxation approximation. AIP Conference Proceedings,2996(1)
García-Perciante, A.L., Méndez, A.R. (2023).Dissipative properties of relativistic fluids in a general curved space–time. General Relativity and Gravitation,55(8)
OASalazar, J.F., García-Perciante, A.L., Méndez, A.R. and 1 more (...) (2023).Stability Analysis of a Self-Gravitating Fluid within EIT Theory. Universe,9(7)
Méndez, A.R., García-Perciante, A.L., Chacón-Acosta, G. (2022).Dissipative Properties of Degenerate Relativistic Gases: The Complete Kernel Calculation in a (d+ 1) Flat Space-Time. Journal of Statistical Physics,186(3)
Méndez, A.R., García-Perciante, A.L., Chacón-Acosta, G. (2021).Dissipation in 2D degenerate gases with non-vanishing rest mass. Physica A: Statistical Mechanics and its Applications,567
OAMéndez, A.R., García-Perciante, A.L., Chacón-Acosta, G. (2020).Thermal Dissipation in Two Dimensional Relativistic Fermi Gases with a Relaxation Time Model. Journal of Statistical Physics,178(4) 936-953
OAGarcía-Perciante, A.L., Rubio, M.E., Reula, O.A. (2020).Generic instabilities in the relativistic Chapman–Enskog heat conduction law. Journal of Statistical Physics,181(1) 246-262
OAGarcía-Perciante, A.L., Reula, O. (2020).On the illposedness and stability of the relativistic heat equation. Journal of Mathematical Physics,61(5)

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Courses taught by the professor in recent trimesters

*Courses are conducted in spanish

Num.Trim.Course NameLevel
1
25O
Seminario de EspecialidadPosgrado
2
25O
Trabajo de Especialidad IPosgrado
3
25O
Taller de Literacidad AcadémicaLicenciatura
4
25P
Calculo ILicenciatura
5
25P
Temas Selectos IIIPosgrado
6
25I
Álgebra Lineal IILicenciatura
7
25I
Temas Selectos IIPosgrado
8
24P
Proyecto Terminal IIILicenciatura
9
23O
Proyecto Terminal IILicenciatura
10
23O
Mecánica AnalíticaLicenciatura
11
23O
Variable ComplejaLicenciatura
12
23P
Teoría ElectromagnéticaLicenciatura
13
23P
Calculo ILicenciatura
14
23P
Proyecto Terminal ILicenciatura
15
23I
Métodos Matemáticos de la GravitaciónLicenciatura
16
23I
Física ClásicaLicenciatura
17
22O
Variable ComplejaLicenciatura
18
22O
Mecánica EstadísticaLicenciatura
19
22P
Calculo ILicenciatura
20
22I
Física ClásicaLicenciatura
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Universidad Autónoma Metropolitana, 2025.