DERIVED LOGARITHMIC GEOMETRY I

Derived Algebraic Geometry I: Stable ∞-Categories

Derived Algebraic Geometry I: Stable ∞-Categories

Derived Algebraic Geometry I: Stable ∞-Categories

Logarithmic Geometry and Algebraic Stacks

– We construct algebraic moduli stacks of log structures and give stack-theoretic interpretations of K. Kato’s notions of log flat, log smooth, and log étale morphisms. In the last section we describe the local structure of these moduli stacks in terms of toric stacks.  2003 Elsevier SAS RÉSUMÉ. – Nous construisons des champs algébriques classifiant les structures logarithmiques et donnons de ...

Lectures on Logarithmic Algebraic Geometry