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NHMS 037] Transmutation and Operator Differential Equations (North-Holland Mathematics Studies) (Robert Wayne Carroll) 0444853286.pdf

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NHMS 037] Transmutation and Operator Differential Equations (North-Holland Mathematics Studies) (Robert Wayne Carroll) 0444853286.pdf

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NHMS 037] Transmutation and Operator Differential Equations (North-Holland Mathematics Studies) (Robert Wayne Carroll) 0444853286.pdf

文档介绍

文档介绍:TRANSMUTATION AND
OPERATOR DIFFERENTIAL EQUATIONS
This Page Intentionally Left Blank
NORTH-HOLLAND
MATHEMATICS STUDIES 37
Notas de Matematica (67)
Editor: Leopoldo Nachbin
Universidade Federal do Rio de Janeiro
and University of Rochester
Transmutation.
and
Operator Differential Equations
R. W. Carroll
Mathematics Department
University of Illinois
1979
NORTH-HOLLAND PANY - AMSTERDAM NEW YORK OXFORD
t North-Hollunrl pany, I079
All rights reserved. No part of this publication may be reproduced, storedin a retrievalsystem,
or transmitted, in anyform or by uny means. electronic. mi~chanical,photocopying, recording
or otherwise, without the prior permission of the copyright owner.
ISBN: 0444853286
Publishers:
NORTH-HOLLAND PANY
AMSTERDAM NEW YORK *OXFORD
Sole distributorsfor the Canada:
ELSEVIER NORTH-HOLLAND, INC.
52 VANDERBILT AVENUE, NEW YORK. . 10017
Lihrary of Congress Calaloging in Publication Data
Carroll, Robert Wayne, 1930-
Transmutation and operator differential
equations.
(Notas de matem&icas ; 67) (North-Holland
mathematics studies j 37)
1. Differential equations, Partial.
2. Operator equations. I. Title. 11. Series.
no. 67 [QAj74] ~[515'.353] 79-12341
ISBN 0-444 -85328 -6
PRINTED IN HERLANDS
PREFACE
With the advent of modern functional analysis and the theory of distributions it
became possible in the early 1950's to systematically explore and develop the
theory of partial differential equations (PDE) to a degree previously unimaginable.
One important feature of this work was the determination of "natural" spaces of
functions of distributions in which to pose various differential problems. Then
linear differential operators were treated as abstract linear operators A mapping
a domain of definition D(A) C F into G for suitable locally convex topological
vector spaces F and G. The abstract operational properties of A we

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