Scholar
Irina Gelbukh
Google Scholar ID: dzxZOEAAAAAJ
CIC, IPN
Citations & Impact
Citations
184
H-index
9
i10-index
8
Publications
20
Co-authors
15
list available
Publications
Resume (English only)
Academic Achievements
- Journal papers:
- - A finite graph is homeomorphic to the Reeb graph of a Morse–Bott function, published in Mathematica Slovaca, 2021.
- - Morse–Bott functions with two critical values on a surface, published in Czechoslovak Mathematical Journal, 2021.
- - Approximation of metric spaces by Reeb graphs: Cycle rank of a Reeb graph, the co-rank of the fundamental group, and large components of level sets on Riemannian manifolds, published in Filomat, 2019.
Research Experience
- National Researcher of Mexico (SNI), excellence level 2 (member since 2016; current term 2025–2029).
Education
- Ph.D. (mathematics)
Background
- Research interests: Reeb graph topology, Reeb space topology, Topology of Morse form foliations, Topology of closed one-form foliations.
Miscellany
- Profiles:
- - ResearchGate
- - Google Scholar
- - Arxiv.org math
- - Scopus
- - ORCID
- - WOS ResearcherID
- - Semantic Scholar
