Derived integral models and its applications to the study of certain derived rigid analytic moduli spaces

Kontsevich proposed a formulation of Mirror Symmetry for a pair of (algebraic/symplectic) Calabi-Yau varieties (X, Y ) as an equivalence of categories between the derived category

Ce devait ˆetre, me dit-il, un simple travail de v´erification `a partir de ses notes, lesquelles annon¸caient, entre autre, la multiplicativit´e du d´eterminant pour les morphismes

Key words : Geometry of principal bundles — Singularities of smooth mappings — Symplectic reduction with singularities - Yang-Mills connections - Stratified symplectic space —

This will allow a more thorough test of the Gradient Phonemicity Hypothesis with 3 types of duration-based differences: allophonic for French listeners (brood/brewed,

BECK, Homology and standard constructions, Lecture Notes in Math. Introduction to Seminar on triples and categorical homology theory, Lecture Notes in

The Kodaira dimension of certain moduli spaces of Abelian

Since singularities in moduli spaces of abelian surfaces arise from surfaces with non-trivial automorphism groups, and since the presence of a level structure breaks

The Hilbert Schmidt class of operators is a two-sided ideal in the algebra of bounded linear operators; thus A DB is a Hilbert- Schmidt operator if ,i2 is one and