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Residue: A Geometric Construction

  Published:2002-06-01
 Printed: Jun 2002
  • Fernando Sancho de Salas
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Abstract

A new construction of the ordinary residue of differential forms is given. This construction is intrinsic, \ie, it is defined without local coordinates, and it is geometric: it is constructed out of the geometric structure of the local and global cohomology groups of the differentials. The Residue Theorem and the local calculation then follow from geometric reasons.
MSC Classifications: 14A25 show english descriptions Elementary questions 14A25 - Elementary questions
 

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