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Introduction
0. Outline of a programme for a theory of intersections
1.
0[RRR]. Classes of sheaves and the Riemann–Roch theorem
I.
\lambda
-rings (formal preliminaries)
I.1 Definitions
II. Classes of coherent algebraic sheaves and Chern classes
II.1 Chow theory
I. Generalities on finiteness conditions in derived categories
0. Introduction
1. Preliminary definitions
1.1 Fibred categories with additive (resp. abelian, resp. triangulated) fibres
IV. Grothendieck groups of ringed toposes
1. Reminders and generalities on Grothendieck groups
SGA 6: Intersection theory and the Riemann–Roch theorem
0[RRR]. Classes of sheaves and the Riemann–Roch theorem
TO-DO
I.
\lambda
-rings (formal preliminaries)
I.1 Definitions
TO-DO
II. Classes of coherent algebraic sheaves and Chern classes
II.1 Chow theory
TO-DO