Isabel Hubard Escalera
Isabel Alicia Hubard Escalera is a Mexican mathematician.
Career
Hubard Initiated her studies of mathematics in the Faculty of Sciences of the UNAM, where obtained in the year 2001, the title of Graduate in Mathematics with the thesis titled «Polyhedrons colored with cyclic orders».[1][2] It was written in the Institute of Mathematics of the UNAM, where she carried out investigations related with the combinatorial properties of discrete geometrical objects.[3][4]
She graduated with a PhD from York University of Canada.[5]
Hubard was the first Mexican in mathematics to receive the Scholarship L´Oréal-UNESCO-AMC in the area of Exact Sciences, in the year 2012, for her work titled «Algebra, combinatorics and geometry of abstract two-orbit polytopes».[1][4][6][7]
Hubard Investigates the study of symmetries of combinatorial objects.[1]
She has been the organiser of the Mexico City Mathematical Olimpiad, entity that has stood out in recent national competitions, obtaining second place in the medal table at the 2015 ONMAPS competition.[8]
Some publications
- Cubic Tessellations of the Helicosms.[9]
- Symmetry Type Graphs of Abstract Polytopes and Maniplexes.[10]
- Construction of chiral 4-polytopes with alternating or symmetric automorphism group.[11]
- To Finite Chiral 4-Polytope in $${\mathbb {R}}^#$4$ R 4.[12]
- Colorful Associahedra and Cyclohedra.[13]
- Cubic tessellations of the didicosm.[14]
- Reconstructing surface triangulations by their intersection Matrices.[15]
- Classification of Symmetric Tabačjn Graphs.[16]
- Chiral polytopes and Suzuki Simple groups.[17]
References
- ^ a b c VUELVEN LOS POLIEDROS A SER RETOMADOS POR LOS MATEMÁTICOS
- ^ Poliedros coloreados con órdenes ciclicos
- ^ Isabel Hubard (Investigadora)
- ^ a b ISABEL HUBARD ESCALERA, PRIMERA MATEMÁTICA EN OBTENER LA BECA L’ORÉAL-UNESCO-AMC
- ^ CANDIDATES FOR DEGREES
- ^ Cinco jóvenes científicas mexicanas reciben las ‘Becas para las mujeres en la Ciencia L’Oréal-UNESCO-AMC’
- ^ Becas para Mujeres en la Ciencia L´Oréal-UNESCO-CONACYT-AMC
- ^ Combatir los mitos que rodean a las matemáticas, el gran reto
- ^ Cubic Tessellations of the Helicosms
- ^ Symmetry Type Graphs of Abstract Polytopes and Maniplexes
- ^ Construction of chiral 4-polytopes with alternating or symmetric automorphism group
- ^ A Finite Chiral 4-Polytope in $${\mathbb {R}}^4$$ R 4
- ^ Colorful Associahedra and Cyclohedra
- ^ Cubic tessellations of the didicosm
- ^ Reconstructing surface triangulations by their intersection matrices
- ^ Classification of Symmetric Tabačjn Graphs
- ^ Chiral polytopes and Suzuki simple groups
