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Perfil investigador
Esp
Dr. José Héctor Morales Bárcenas

Professor
Departament of Mathematics

Division of Basic Sciences and Engineering


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

Physics-Mathematics and Earth Sciences



Iztapalapa Campus

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Sites of interest

• Web of Science

Academic Group



Sustainable Development Goals

• 3 Good Health and Well-being

• 4 Quality Education


Research interests

• Inverse Problems
• Wave scattering and Wave Propagation
• Mathematical Modeling
• Statistical Inference
• Medical Physics

Profile

Professor José Héctor Morales Bárcenas is originally from Mexico City, where he received public education up to the bachelor's degree. He studied Physics at the Faculty of Sciences of the Universidad Nacional Autónoma de México (UNAM). Subsequently, he obtained a partial scholarship for studies abroad from Conacyt and obtained a Master's degree in Applied Mathematics at the New Jersey Institute of Technology (NJIT), in New Jersey, USA. He also continued partially with the support of Conacyt, complemented with the support of the U.S. Government, to obtain his Ph.D. in Mathematics in 2008 at the Rensselaer Polytechnic Institute (RPI), in New York, USA.

His Doctorate thesis was done under the supervision of Dr. Margaret Cheney at the "Center for Inverse Problems" (IPRPI) of RPI. The contribution of the work consisted in extending the results of tomographic imaging using synthetic aperture radar to a statistical inversion scheme.

In 2009 he joined the Centro de Investigación en Matemáticas (CIMAT) in Guanajuato as a research associate through a Conacyt repatriation grant. His research work has focused on posing and solving inverse problems in seismology and medical physics mainly and extending the results to Bayesian inference schemes. Currently, he is a professor, with indefinite tenure, in the Department of Mathematics at the Universidad Autónoma Metropolitana (UAM).



Information provided by the academic staff

Research interests

• Inverse Problems
• Wave scattering and Wave Propagation
• Mathematical Modeling
• Statistical Inference
• Medical Physics

Academic Work

On the following pages you can consult the research work:



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Consult the research work on other websites:




Academic Group

Consult the information provided by the Academic Group




Courses offered

*Courses are conducted in spanish

Num.Trim.Course NameLevel
1
23O
Trabajo de Investigación VIPosgrado
2
23P
Trabajo de Investigación VPosgrado
3
23I
Trabajo de Investigación IVPosgrado
4
22O
Métodos NuméricosLicenciatura
5
22O
Trabajo de Investigación IIIPosgrado
6
22O
Taller de Modelado Matemático IIPosgrado
7
22P
Ecuaciones Diferenciales Ordinarias ILicenciatura
8
22P
Trabajo de Investigación IIPosgrado
9
22I
Métodos NuméricosLicenciatura
10
22I
Proyecto de Investigación IILicenciatura
11
22I
Trabajo de Investigación IPosgrado
12
21O
Álgebra Lineal Aplicada ILicenciatura
13
21O
Proyecto de Investigación ILicenciatura
14
21O
Ecuaciones DiferencialesLicenciatura
15
21P
Modelos Matemáticos ILicenciatura
16
21P
Proyecto de Investigación IIIPosgrado
17
21P
Proyecto de Investigación IIIPosgrado
18
21I
Proyecto de Investigación IILicenciatura
19
21I
Calculo de Varias VariablesLicenciatura
20
21I
Introducción a la Investigación IIIPosgrado
21
21I
Tópicos Selectos de Matemáticas Aplicadas IIPosgrado
22
21I
Proyecto de Investigación IIPosgrado
23
21I
Proyecto de Investigación IIPosgrado
24
21I
Proyecto de Investigación IIIPosgrado
25
20O
Álgebra Lineal Aplicada ILicenciatura
26
20O
Proyecto de Investigación ILicenciatura
27
20O
Tópicos Selectos de Matemáticas Aplicadas IPosgrado
28
20O
Tópicos Selectos de Matemáticas Aplicadas IPosgrado
29
20O
Proyecto de Investigación IPosgrado
30
20O
Proyecto de Investigación IIPosgrado
31
20P
Modelos Matemáticos ILicenciatura
32
20P
Proyecto de Investigación IPosgrado
33
20I
Temas Selectos de Matemáticas Aplicadas IPosgrado
34
20I
Taller de Modelado Matemático IPosgrado
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Universidad Autónoma Metropolitana, 2024.