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Название: The mathematical theory of viscous incompressible flow
Автор: Ladyzhenskaia O.
These lectures are designed to provide a survey of modern intersection theory
in algebraic geometry. This theory is the result of many mathematicians' work
over many decades; the form espoused here was developed with R. MacPherson.
In the first two chapters a few episodes are selected from the long history of
intersection theory which illustrate some of the ideas which will be of most
concern to us here. The basic construction of intersection products and Chern
classes is described in the following two chapters. The remaining chapters contain
a sampling of applications and refinements, including theorems of Verdier,
Lazarsfeld, Kempf, Laksov, Gillet, and others.