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Rational and p-adic Homotopy Theory

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on rational homotopy theory and p-adic homotopy theory seen within the theory of algebraic ∞-stacks and derived algebraic geometry.

Contents

Rational homotopy theory

E E_\infty-Algebras in positive characteristic

2.1 Norm maps

2.2 Power operations on E E_\infty-Algebras

2.3 Finitely constructible sheaves

2.4 A Universal coefficient theorem

2.5 Compactness of relative cochain algebras

2.6 Affine behaviour of pp-constructible morphisms

category: reference

Last revised on July 14, 2021 at 06:42:57. See the history of this page for a list of all contributions to it.