

BOTTACIN FRANCESCO
Contacts
Curriculum Vitae
Author of 15 publications in the field of Complex Algebraic Geometry and 3 textbooks.
Keywords: moduli spaces, vector bundles, symplectic structures, Poisson structures, integrable systems Main research periods abroad:  University of ParisSud (France), januaryseptember 1993  University of ArtoisPole de Lens (France), september 1993  september 1994  University Louis Pasteur, Strasbourg (France), october 1996  february 1997  University of California at Davis, Davis (USA), september 1997  february 1998  Research Institute for Mathematical Sciences (RIMS), Kyoto University, Kyoto, december 1999  march 2000 Teaching: Creation of YouTube channel (https://www.youtube.com/channel/UCpJGeVBfmf6S3neeImAw1w) with video lectures of a course of Linear Algebra. Creation of YouTube channel (https://www.youtube.com/channel/UC09W0PH3jmNzMjNu12UPXwQ) with video lectures of a course of Differential Geometry. Various: Member of the editorial board of the Journal of Advanced Mathematical Studies, 20082012. President of the Joint Commission Teachers Students of the School of Science at the University of Padua, from 2015. Research areas
Moduli spaces of sheaves: study of the geometric properties of moduli spaces of sheaves on an algebraic variety.
Symplectic and Poisson geometry: study of varieties equipped with a symplectic or Poisson structure. Symplectic and Poisson structures on moduli spaces of sheaves. Integrable dynamical systems: study of algebraically completely integrable dynamical systems. Integrable systems defined on moduli spaces of sheaves or on Hilbert schemes of points. Differential equations of mathematical physics: KdV (KP, etc.) equations. Solution methods based on the theory of theta functions. List of taught course units in A.Y. 2019/20


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