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Identifier

000415500

Title

Existence Of fundamental solution of a differential operator

Alternative Title

Ύπαρξη θεμελιώδους λύσεως διαφορικού τελεστή

Author

Γιαννάκη, Μαρία

Thesis advisor

Παπαδημητράκης, Μιχαήλ

Abstract

A fundamental solution for a linear differential operator A is a distri-bution F, which satisfies the in-homogeneous equation AF = δ(χ), where δ is the Dirac "delta function". The existence of a fundamen¬tal solution for any operator A with constant coefficients was shown by Bernard Malgrange and Leon Ehrenpreis.

Language

English

Subject

Θεμελιώδης λύση

Issue date

2018-03-22

Collection

School/Department--School of Sciences and Engineering--Department of Mathematics and Applied Mathematics--Post-graduate theses

Type of Work--Post-graduate theses

Views

373

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