Sala 6.2.33, FCUL, Lisboa
Por Daniel Barlet (Inst. Élie Cartan, Lorraine).
Abstract: We shall explain how the classical intersection theory of cycles in a complex manifold is generalized to an ambient nearly smooth complex space. A key point is the local moving lemma for cycles in a complex manifold. The new phenomenon is the fact that the intersection multiplicity of two integral cycles may be a rational not integral number in this context.
13h30
CMAF-CIO - Centro de Matemática, Aplicações Fundamentais e Investigação Operacional
