Bivariance, Grothendieck duality and Hochschild homology, II: The fundamental class of a flat scheme-map

Author:

Alonso Tarrío Leovigildo,Jeremías López Ana,Lipman Joseph

Funder

MICIIN

FEDER

Xunta de Galicia

NSF

NSA

Publisher

Elsevier BV

Subject

General Mathematics

Reference28 articles.

1. Grothendieck duality and Hochschild homology I: construction of a bivariant theory;Alonso Tarrío;Asian J. Math.,2011

2. Familles de cycle algébriques—schéma de Chow;Angéniol,1981

3. B. Angéniol, F. El Zein, La classe fondamentale relative d'un cycle, Appendix to [12], pp. 67–93.

4. Calcul différentiel et classes caractéristiques en géométrie algébrique;Angéniol,1989

5. Reflexivity and rigidity for complexes II: Schemes;Avramov;Algebra Number Theory,2011

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2. Grothendieck duality made simple;-theory in Algebra, Analysis and Topology;2020

3. On the fundamental class of an essentially smooth scheme-map;Algebraic Geometry;2018-03-01

4. Hochschild Homology on Schemes and Fundamental Class;Trends in Mathematics;2016

5. Vanishing of the higher direct images of the structure sheaf;Compositio Mathematica;2015-06-30

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