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Real and complex projectively parallelizable manifolds

By R. Durán Díaz, Jaime Muñoz Masqué and Antonio Valdés Morales

Abstract

The notion of a projective parallelism either on a differentiable or on a complex analytic manifold $M$ is introduced and its topological invariants and cohomological obstructions are studied. In the complex case a canonical linear connection is introduced and the topological consequences of the existence of such a connection are deduced

Topics: Geometría diferencial
Publisher: Ed. Acad. Române
Year: 1999
OAI identifier: oai:www.ucm.es:22363
Provided by: EPrints Complutense
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