Biography:Isabel Hubard Escalera
Isabel Hubard Escalera | |
|---|---|
| Born | Isabel Alicia Hubard |
| Nationality | Mexican |
| Occupation | Mathematician |
| Known for | Studies of symmetries of combinatorial objects |
| Awards | L'Oréal-UNESCO-AMC Fellowship in the area of Exact Sciences, 2012 Kovalevskaia Fund Prize, 2010 |
| Academic background | |
| Alma mater | York University (Doctoral). School of Sciences, UNAM (Undergraduate). |
| Thesis | 'From geometry to groups and back: the study of highly symmetric polytopes (2007) |
| Doctoral advisor | Asia Ivić Weiss |
| Academic work | |
| Institutions | Institute of Mathematics, UNAM |
| Website | http://www.matem.unam.mx/fsd/hubard |
Isabel Alicia Hubard Escalera is a Mexican mathematician in the Institute of Mathematics of the National Autonomous University of Mexico (UNAM).
Early life and education
As a child, Isabel Alicia Hubbard wanted to be a bullfighter. She has said of her family, "My mother is an engineer and my father an accountant. My brother is a mathematician and my sister a physicist. I never thought that I would like math. I simply found it easy and fun, but nothing more. However, my mathematics teacher in junior high and high school, Óscar Chávez, inspired me."[1]
Hubard Escalera began her studies in the Faculty of Sciences of the UNAM, where in 2001, she graduated in Mathematics with a baccalaureate thesis titled Polyhedra colored with cyclic orders.[2][3] It was written in the Institute of Mathematics of the UNAM, where she carried out investigations related to the combinatorial properties of discrete geometrical objects.[4][5][6] Her undergraduate advisor was Javier Bracho Carpizo.[3]
In 2007, she earned a Ph.D. from York University in Canada , with a dissertation titled From geometry to groups and back: the study of highly symmetric polytopes.[7][8]
Career
Hubard Escalera investigates the study of symmetries of combinatorial objects.[2]
She was awarded the Kovalevskaia Fund Prize in 2010.[9]
In 2012 she was the first Mexican mathematician to receive the L´Oréal-UNESCO-AMC Fellowship in the area of Exact Sciences for her work, titled Algebra, combinatorics and geometry of abstract two-orbit polytopes.[2][5] The Fellowship is awarded to "promote the participation of women in science for advanced scientific studies in universities or other recognized Mexican institutions in the areas of exact sciences, natural sciences and engineering and technology."
She has been the organiser of the Mexico City Mathematics Olympiad in Mexico City since 2013, an organization that played a prominent role in recent national competitions, achieving the first place of the 2017, 2018 and 2019 Olimpiadas Mexicanas de Matematicas (OMM), and won the basic education national competitions (OMMEB) the same years.[6] She is the delegate for Mexico City in the Mexican Mathematics Olympiad of the Mexican Mathematics Society.[1] She has also been the leader of the Mexican team at EGMO since 2014, competition in which Mexico has won two gold medals, with Isabel mentoring the girls.
Selected publications
- Cubic Tessellations of the Helicosms.[10]
- Symmetry Type Graphs of Abstract Polytopes and Maniplexes.[11]
- Construction of chiral 4-polytopes with alternating or symmetric automorphism group.[12]
- To Finite Chiral 4-Polytope in $${\mathbb {R}}^#$4$ R 4.[13]
- Colorful Associahedra and Cyclohedra.[14]
- Cubic tessellations of the didicosm.[15]
- Reconstructing surface triangulations by their intersection Matrices.[16]
- Classification of Symmetric Tabačjn Graphs.[17]
- Chiral polytopes and Suzuki Simple groups.[18]
References
- ↑ 1.0 1.1 Zubieta García, Judith (November 2015). Young Women Scientists: A bright future for the Americas. Inter-American Network of Academies of Sciences. ISBN 978-607-8379-24-8. http://www.ancefn.org.ar/biblioteca/docs/YOUNG%2013DIC15.pdf. Retrieved 2017-01-24.
- ↑ 2.0 2.1 2.2 Zúñiga Murrieta, Nancy (2013-04-05). "Coordinación de Comunicación y Divulgación, AMC - Vuelven los Poliedros a Ser Retomados por los Matemáticos" (in es-MX). Academia Mexicana de Ciencias. http://www.comunicacion.amc.edu.mx/comunicados/vuelven-los-poliedros-a-ser-retomados-por-los-matematicos/.
- ↑ 3.0 3.1 "Tesis que para Obtener el Titulo de Matematica, Presenta: Isabel Alicia Hubard Escalera". http://132.248.9.195/pd2001/299035/Index.html.
- ↑ "Isabel Hubard — Instituto de Matemáticas | UNAM" (in es). http://www.matem.unam.mx/fsd/hubard.
- ↑ 5.0 5.1 "Isabel Hubard Escalera, primera matemática en obtener la beca L'Oréal-UNESCO-AMC". Boletín UNAM-DGCS-280 Ciudad Universitaria.. 2013-05-05. http://www.dgcs.unam.mx/boletin/bdboletin/2013_280.html.
- ↑ 6.0 6.1 Mateos-Vega, Mónica (2015-06-26). "La Jornada: Combatir los mitos que rodean a las matemáticas, el gran reto". http://www.jornada.unam.mx/2015/06/26/ciencias/a02n1cie.
- ↑ "Convocation". February 2008. p. 13. http://convocation.students.yorku.ca/sites/convocation/files/pdf/february2008.pdf.
- ↑ Isabel A. Hubard (2007). From Geometry to Groups and Back: The Study of Highly Symmetric Polytopes. York University (Canada). ISBN 978-0-494-45997-3. https://books.google.com/books?id=2rzJhDD3eycC.
- ↑ "Winners of the Kovalevskaia Fund Prizes and Scholarships since 2005". The Kovalevskaia Fund. 2015. http://kovfund.org/winners.pdf.
- ↑ "dblp: Isabel Hubard" (in en). http://dblp.uni-trier.de/pers/hd/h/Hubard:Isabel.
- ↑ "Symmetry Type Graphs of Abstract Polytopes and Maniplexes (PDF Download Available)" (in en). https://www.researchgate.net/publication/236215056.
- ↑ "Construction of chiral 4-polytopes with alternating or symmetric automorphism group" (in en). https://www.researchgate.net/publication/271712494.
- ↑ "A Finite Chiral 4-Polytope in {\mathbb {R}}^4" (in en). https://www.researchgate.net/publication/272590808.
- ↑ "Colorful Associahedra and Cyclohedra (PDF Download Available)" (in en). https://www.researchgate.net/publication/265852611.
- ↑ "Cubic tessellations of the didicosm" (in en). https://www.researchgate.net/publication/264954354.
- ↑ "Reconstructing surface triangulations by their intersection matrices (PDF Download Available)" (in en). https://www.researchgate.net/publication/260367046.
- ↑ "Classification of Symmetric Tabajn Graphs" (in en). https://www.researchgate.net/publication/272591066.
- ↑ "Chiral Polytopes and Suzuki Simple Groups" (in en). https://www.researchgate.net/publication/268391228.
External links
- Combinatoria (video, 57:32)
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