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Operatori differenziali sulle varietà

  • Giuliano Sorani
Lezioni e Rapporti
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Si considera la teoria algebrica degli operatori differenziali lineari con particolare riguardo alla risoluzione di Spencer. Si determinano relazioni fra le risoluzioni di operatori classici di ordine uno.

Summary

We consider the algebraic theory of linear differential operators with special emphasis on the Spencer resolution. Relations among resolutions of classical operators of order one are also established.

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Bibliografia

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    Bott R.,Notes on the Spencer resolution. Note mimeografate.Google Scholar
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    Cenkl B.,Vanishing theorem for an elliptic differential operator. J. Diff. Geom. I, 1967.Google Scholar
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    Cenkl B. eSorani G., Cohomology groups associated with the\(\partial \bar \partial \) operator. Proceedings of the conference on minimal surfaces and several complex variables. Chapel Hill, 1970.Google Scholar
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    Cenkl B. eSorani G., Cohomology groups associated with the\(\partial \bar \partial \) operator. Pacific J. of Math. Vol. 39 n. 2, 1971.Google Scholar
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    Cenkl B. eSorani G., Sur l'opérateur\(\partial \bar \partial \)}. Conference sur les functions de plusieures variables complexes. Paris 1972.Google Scholar
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    Sorani G.,Operatori differenziali sulle varietà. Seminario Univ. dell'Aquila 1969.Google Scholar
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    Spencer D. C.,Deformation of structures on manifolds defined by transitive, continuous pseudogroups, Ann. of Math. 76, 1962 e 81, 1965.Google Scholar
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    Spencer D. C.,Overdetermined systems of linear partial differential equations. Bull. Am. Math. Soc. 75, 1969.Google Scholar

Copyright information

© Birkhäuser-Verlag 1974

Authors and Affiliations

  • Giuliano Sorani
    • 1
  1. 1.dell' Università dell' AquilaAquilaItalia

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