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Gajer, Pawel
Transactions of the American Mathematical Society, 04/1997, Letnik: 349, Številka: 4Journal Article
The aim of this paper is to construct and describe basic properties of a theory that unifies Lawson homology and intersection homology. It is shown that this theory has a localization sequence, is functorial, satisfies a property analogous to the Lawson Suspension Theorem, and is equipped with an operation analogous to the Friedlander-Mazur \mathbf s-operation.
