Postdoctoral Fellows
Andrei Bengus-Lasnier, France
PhD from University of Paris, France (2021), with advisor Hussein Mourtada.
Thesis: Diskoids and extensions of valuations
He works in algebraic geometry and valuation theory.
Period of visit: 01.10.2022 – 30.09.2024, funded by the Scientific Programme “Enhancing the Research Capacity in Mathematical Sciences” (PIKOM)
Daniela Martinez Correa, Columbia
PhD from State University of Campinas (Unicamp), Brazil (2023) with advisor Plamen Kochloukov, and co-advisors Lucio Centrone and Vesselin Drensky
Thesis: Cocharacters of associative algebras and Specht property of varieties of graded Lie algebras.
Research area: Ring theory, specifically, algebras with polynomial identities.
Period of visit: 01.07.2023 г. – 31.12.2023, funded by the Scientific Programme “Enhancing the Research Capacity in Mathematical Sciences” (PIKOM)
Danila Cherkashin, Russian Federation
PhD from St. Petersburg Department of Steklov Mathematical Institute, Russia (2018), with advisors Fedor Petrov and Andrei M. Raigorodskii
Thesis: Extremal problems in hypergraph colorings
He works in the field of Combinatorics.
Period of visit – 26.07.2022 – 25.07.2023, funded by IMI-BAS
Enrique Ruby Becerra, USA, Mexico
PhD from Centro de Investigación y de Estudios Avanzados del Instituto Politécnico Nacional, Mexico (2019.)
Thesis: On the resolution property for orbifolds.
Advisor: Ernesto Lupercio
He works on developing chimeric algebraic geometry and on stacky Steenbrink spectrum.
Period of visit: 01.08.2021 – 31.01.2022, funded by the National Scientific Program “Excellent Research and People for the Development of European Science” (VIHREN)
Erik Paemurru, Estonia
PhD from Loughborough University, UK (2020)
Thesis: Birational models of terminal sextic double solids. Advisor: Hamid Ahmadinezhad
He works in the field of Birational Geometry.
Period of visit – 01.10.2021 – 31.03.2022 and 11.07.2022 – 31.12.2022, funded by the National Scientific Program “Excellent Research and People for the Development of European Science” (VIHREN)
Faïçal Ndaïrou, Cameroon
PhD from University of Aveiro, Portugal (2022)
Thesis: Mathematical modelling of some diseases related to water.
Advisors: Iván Carlos Area Carracedo and Delfim Fernando Marado Torres
His research is in the field of Mathematical models of within-host viral dynamics.
Period of visit: 14.02.2023 – 14.07.2023, funded by the Scientific Programme “Enhancing the Research Capacity in Mathematical Sciences” (PIKOM)
Jiachang Xu, USA
PhD from University of Miami, USA (2022)
Thesis: Tropicalization and Skeleton of.
Advisor: Morgan Brown
He works in the field of Algebraic Geometry and Arithmetic Geometry, in particular Non-Archimedean analytic geometry, Logarithmic geometry, and Tropical geometry.
Period of visit – 06.02.2023 – 31.12.2024, funded by the National Scientific Program “Excellent Research and People for the Development of European Science” (VIHREN)
Maryam Bajalan, Iran
PhD from University of Malayer, Iran (2019)
Thesis: Codes over the product of chain rings.
Advisor: Rashid Rezaei
She works in coding theory.
Period of visit: 05.01.2023 – 04.01.2024, funded by the Scientific Programme “Enhancing the Research Capacity in Mathematical Sciences” (PIKOM)
Rene Mboro, France
PhD from École Polytechnique, France (2017)
Thesis: Birational invariants: cohomology, algebraic cycles and Hodge theory.
Advisor: Claire Voisin
He works in the areas of complex and arithmetic geometry.
Period of visit – 01.08.2021 – 31.01.2022 and 05.01.2023 – 04.07.2023, funded by the Bulgarian Ministry of Education and Science and the Scientific Programme “Enhancing the Research Capacity in Mathematical Sciences” (PIKOM)
Rodolfo Aguilar, México
PhD from Université Grenoble Alpes, France (2021)
Thesis: Partial compactifications of the complement of an arrangement of lines and fundamental groups
Advisor: Philippe Eyssidieux
He works on fundamental groups of complements.
Period of visit: 01.07.2021 – 31.12.2021 and 05.07.2022 – 04.07.2023, funded by the National Programme “Young scientists and postdoctoral researchers” and the Scientific Programme “Enhancing the Research Capacity in Mathematical Sciences” (PIKOM)
Sebastian Torres, Chile
PhD from University of Massachusetts, Amherst (2021)
Thesis: Windows in algebraic geometry and applications to moduli.
Advisor: Jenia Tevelev.
He develops the interplay between representation theory and Derived Geometry.
Period of visit – 14.09.2021 – 31.12.2021 and 01.08.2022 – 31.07.2023, funded by the Bulgarian Ministry of Education and Science and the Scientific Programme “Enhancing the Research Capacity in Mathematical Sciences” (PIKOM)
Tokio Sasaki, Japan
PhD from Washington University in St. Louis, USA (2019)
Thesis: Limits and Singularities of Normal Functions.
Advisor: Matthew David Kerr
He works in the field of Algebraic Geometry, more precisely Hodge theory and Homological Mirror Symmetry.
Period of visit: 01.03.2022 – 28.02.2023, funded by the Bulgarian Ministry of Education and Science and the the National Scientific Program “Excellent Research and People for the Development of European Science” (VIHREN)
Yingdi Qin, USA
PhD from University of California, Berkeley
Thesis: Coisotropic branes in symplectic tori and Homological mirror symmetry.
Advisor: Denis Auroux
His fields of interest are: Symplectic Geometry, Floer Theory, Homological Mirror Symmetry, Poisson Geometry, Derived differential stack
Period of visit – 11.08.2023 – 10.08.2024, funded by the Scientific Programme “Enhancing the Research Capacity in Mathematical Sciences” (PIKOM)
Researchers
Aleksandar Petkov, Bulgaria
PhD from Sofia University, Sofia, Bulgaria.
Thesis: Riemannian and sub-Riemannian manifolds with structures
Advisor: Stefan Ivanov
Research interests: String theory and related geometric structures, Geometry of hyper-Kaehler manifolds with torsion, Sub-Riemannian geometry, Contact geometry, Geometric analysis and PDEs, Complex algebraic geometry
Period of visit: 02.03.2020 – 31.12.2023, funded by the National Scientific Program “Excellent Research and People for the Development of European Science” (VIHREN)
Konstantin Vorob’ev, Russian Federation
PhD from Sobolev Institute of Mathematics, Russian Federation (2013)
Thesis: Eigenfunctions and Multiple Perfect Codes in Johnson and Hamming Graphs
Advisor: Sergey Avgustinovich
He works in the field of Algebraic Combinatorics and Coding Theory.
Period of visit: 22.02.2023 – 21.02.2025, funded by IMI-BAS and the National Scientific Programme “Petar Beron i NIE”
Vladimir Mitankin, Bulgaria
PhD from University of Bristol, UK (2017)
Thesis: Integral points on affine surfaces
Advisor: Tim Browning
He works at the intersection of Analytic number theory and Diophantine geometry.
Period of visit: 04.09.2023 – 03.03.2024, funded by the Scientific Programme “Enhancing the Research Capacity in Mathematical Sciences” (PIKOM).
Displaced Scientists
Nikolaj Glazunov, Ukraine
Nikolaj Glazunov is a Professor in the Department of Electronics at the Institute of Cybernetics, National Academy of Sciences of Ukraine. Doctor of phys.-math. sci., senior scientific researcher.
Research interests:
Arithmetic Algebraic Geometry and its Applications, Nondifferentiable Optimization, String Theory and Quantum Gravity, Dynamical Systems, Computer Algebra. Validated Numerics, Artificial Intelligence and Data/Knowledge Bases.
Period of visit: 01.06.2022 – 29.02.2024, funded by the Simons Foundation
Oksana Kharchenko, Ukraine
Oksana Kharchenko is a senior scientific researcher (since 2008) in KhNURE. She is a Doctor of Philosophy (specialty 05.12.17 – radio engineering and television systems) since 2007. Since 2019 Oksana is Associate Professor of the Department of Media Engineering and Information Radio Electronic Systems KhNURE.
Research interests: Signal processing in radio systems: Mathematical Methods of Signals Standing out from Background High-intensity Noise, Biomedical Information Processing, Signals Processing, Information Technologys, Coding and Information Theory, Nonlinear filtering and the effect of stochastic resonance.
Period of visit: 11.07.2022 – 29.02.2024, funded by the Simons Foundation.