TRANSFORMATION DE FOURIER-SATO ET OPERATEURS PSEUDO-DIFFERENTIELS NON-LOCAUX TRANSFORMATION DE FOURIER-SATO ET OPÉRATEURS PSEUDO-DIFFÉRENTIELS NON-LOCAUX

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Author(s)

    • ISHIMURA Ryuichi
    • Department of Mathematics and Informatics Faculty of Science Chiba University

Abstract

In this paper, first, we re-establish the notion of non-local pseudo-differential operators introduced by the author, more intrinsically by means of the Fourier-Sato transformation of the sheaf of holomorphic forms. By using this, we propose the construction of the composition of non-local pseudo-differential operators functorially.

In this paper, first, we re-establish the notion of non-local pseudo-differential operators introduced by the author, more intrinsically by means of the Fourier-Sato transformation of the sheaf of holomorphic forms. By using this, we propose the construction of the composition of non-local pseudo-differential operators functorially.

Journal

  • Kyushu Journal of Mathematics

    Kyushu Journal of Mathematics 61(1), 95-107, 2007

    Faculty of Mathematics, Kyushu University

Codes

  • NII Article ID (NAID)
    130000063185
  • NII NACSIS-CAT ID (NCID)
    AA10994346
  • Text Lang
    ENG
  • Article Type
    Departmental Bulletin Paper
  • ISSN
    1340-6116
  • Data Source
    IR  J-STAGE 
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