Federico Bambozzi, Ph.D.
MATHEMATICIAN, University of Oxford
Mathematical Institute, Andrew Wiles Building
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• Berkovich, Huber analytic spaces and the global analytic spaces of Poineau.
• Stein and compact Stein spaces in complex and non-Archimedean geometry and related notions.
• Bornological algebraic structures and their use in geometry and functional analysis.
• Derived geometry in broad sense, both algebraic and analytic.
• Exact categories and in particular quasi-Abelian categories.
• Geometry over the field with one element and its applications to arithmetic, to L-function theory and Langlands program.
• Tropical geometry, its relations with analytic geometry and with mirror symmetry.
• Homotopy theory and Ayoub motives in non-Archimedean Geometry.
• Rigid cohomology and p-adic differential equations.
2011 - 2014
University of Padova

Ph.D. in Mathematics under the supervision of Prof. Francesco Baldassarri.

2007 - 2010
University of Torino
Master Degree in Mathematics

2004 - 2007
Marche Polytechnic University
Bachelor Degree in Electronic Engineering