András Stipsicz
Professor
Mathematics and Its Applications
Central European University
Hungary
Biography
András Stipsicz obtaining PhD from Rutgers University, his research concentrates on geometric topology. He studies low dimensional topology, including knot theory, 3- and 4-dimensional topology, with a special attention to exotic smooth structures on 4-manifolds. He also works on symplectic and contact topology. Gauge theoretic invariants (such as Seiberg-Witten and Heegaard Floer invariants) play crucial roles in these studies.
Research Interest
Mathematics.
Publications
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Peter Ozsvath, Andras Stipsicz, Zoltan Szabo Unoriented knot Floer homology and the unoriented four-ball genus INTERNATIONAL MATHEMATICS RESEARCH NOTICES &: p. &. (2017)
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Peter Ozsvath, Andras Stipsicz, Zoltan Szabo Unoriented knot Floer homology and the unoriented four-ball genus INTERNATIONAL MATHEMATICS RESEARCH NOTICES &: p. &. (2017)
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András Stipsicz, Ki-Heon Yun On the minimal number of singular fibers in Lefschetz fibrations over the torus PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY 145:(8) pp. 3607-3616. (2017)
