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Dan, Ananyo
Mathematics
PhD: Humboldt Universitat zu Berlin
Office D3-21
Biography
Ananyo Dan is an Assistant Professor on Tenure Track in the Department of Mathematics at CUNEF Universidad. His research areas include algebraic geometry, Hodge theory and singularity theory. He studies the topology of various geometric objects and how it behaves when I deform them. He has successfully applied for funding from FAPESP, CNPq, LMS. He has done postdocs at the Basque Centre for applied mathematics, Spain under Prof. Javier F. de Bobadilla and also at the University of Sheffield, U.K where he was funded by ERC and EPSRC grants, respectively. He finished his PhD from Humboldt Universitat zu Berlin, Germany funded by a DFG grant.
Education
PhD in Pure Mathematics from Humboldt Universität zu Berlin, Germany (2015)
MSc in Pure Mathematics from Humboldt Universität zu Berlin, Germany (2009)
BSc in Mathematics and Computer Science from Chennai Mathematical Institute, India (2007)
Research Interests
Algebraic geometry, Hodge theory, Moduli space of semi-stable sheaves and Higgs bundles, Singularity theory
Most relevant publications
Dan, Ananyo; Kaur, Inder: "Hodge conjecture for the moduli space of semi-stable sheaves over a nodal curve", Annali di Matematica Pura ed Applicata, 201 (6), 2907-2926, 2022.
Dan, Ananyo; Kaur, Inder: "Generalization of a conjecture of Mumford", Advances in Mathematics, 383, Art. 107676, 2021.
Dan, Ananyo: "On a conjecture of Harris", Communications in Contemporary Mathematics, 23 (7), Art. 2050028, 2020.
Dan, Ananyo; Kaur, Inder: "Néron models of intermediate Jacobians associated to moduli spaces", Revista Matemática Complutense, 33(3), 885-910, 2019.
Basu, Suratno, Dan, Ananyo; Kaur, Inder: "Degeneration of Intermediate Jacobians and the Torelli theorem", Documenta Mathematica, 24, 1739-1767, 2019.
Otros profesores
