In algebraic geometry, a localized Chern class is a variant of a Chern class, that is defined for a chain complex of vector bundles as opposed to a single vector bundle. It was originally introduced in Fulton's Intersection theory, as an algebraic counterpart of the similar construction in algebraic topology.
In algebraic geometry, a localized Chern class is a variant of a Chern class, that is defined for a chain complex of vector bundles as opposed to a single vector bundle. It was originally introduced in Fulton's Intersection theory, as an algebraic counterpart of the similar construction in algebraic topology.
Source: Wikipedia "Localized Chern class" · CC BY-SA 4.0
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