42 Chow Homology
Chapter 42 of the Stacks Project, Chow Homology, Tag 02P3: the 66 sections of its 69 with a tag that a declaration carries, one article each, in the Stacks Project's order. Their 362 tags are carried by 1,361 declarations of the repository (all in StacksFrontier) and 35 registered declarations.
42.2 Periodic complexes and… to 42.18 Principal divisors and…
- 42.2 Periodic complexes and Herbrand quotients
- 42.3 Calculation of some multiplicities
- 42.4 Preparation for tame symbols
- 42.5 Tame symbols
- 42.6 A key lemma
- 42.7 Setup
- 42.8 Cycles
- 42.9 Cycle associated to a closed subscheme
- 42.10 Cycle associated to a coherent sheaf
- 42.11 Preparation for proper pushforward
- 42.12 Proper pushforward
- 42.13 Preparation for flat pullback
- 42.14 Flat pullback
- 42.15 Push and pull
- 42.16 Preparation for principal divisors
- 42.17 Principal divisors
- 42.18 Principal divisors and pushforward
42.19 Rational equivalence to 42.30 Gysin homomorphisms and…
- 42.19 Rational equivalence
- 42.20 Rational equivalence and push and pull
- 42.21 Rational equivalence and the projective line
- 42.22 Chow groups and envelopes
- 42.23 Chow groups and K-groups
- 42.24 The divisor associated to an invertible sheaf
- 42.25 Intersecting with an invertible sheaf
- 42.26 Intersecting with an invertible sheaf and push and pull
- 42.27 The key formula
- 42.28 Intersecting with an invertible sheaf and rational equivalence
- 42.29 Gysin homomorphisms
- 42.30 Gysin homomorphisms and rational equivalence
42.31 Relative effective… to 42.34 Chow cohomology and the…
- 42.31 Relative effective Cartier divisors
- 42.32 Affine bundles
- 42.33 Bivariant intersection theory
- 42.34 Chow cohomology and the first Chern class
42.35 Lemmas on bivariant… to 42.43 The splitting principle
- 42.35 Lemmas on bivariant classes
- 42.36 Projective space bundle formula
- 42.37 The Chern classes of a vector bundle
- 42.38 Intersecting with Chern classes
- 42.39 Polynomial relations among Chern classes
- 42.40 Additivity of Chern classes
- 42.41 Degrees of zero cycles
- 42.42 Cycles of given codimension
- 42.43 The splitting principle
42.44 Chern classes and sections to 42.47 A baby case of localized…
- 42.44 Chern classes and sections
- 42.45 The Chern character and tensor products
- 42.46 Chern classes and the derived category
- 42.47 A baby case of localized Chern classes
42.48 Gysin at infinity to 42.53 Blowing up at infinity
- 42.48 Gysin at infinity
- 42.49 Preparation for localized Chern classes
- 42.50 Localized Chern classes
- 42.51 Two technical lemmas
- 42.52 Properties of localized Chern classes
- 42.53 Blowing up at infinity
42.54 Higher codimension gysin… to 42.58 Rational intersection…
- 42.54 Higher codimension gysin homomorphisms
- 42.55 Calculating some classes
- 42.56 An Adams operator
- 42.57 Chow groups and K-groups revisited
- 42.58 Rational intersection products on regular schemes
42.59 Gysin maps for local… to 42.67 Change of base scheme
- 42.59 Gysin maps for local complete intersection morphisms
- 42.60 Gysin maps for diagonals
- 42.61 Exterior product
- 42.62 Intersection products
- 42.63 Exterior product over Dedekind domains
- 42.64 Intersection products over Dedekind domains
- 42.67 Change of base scheme
42.68 Appendix A: Alternative… to 42.69 Appendix B: Alternative…
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