Lagrangian analysis and quantum mechanics; a mathematical structure related to asymptotic expansions and the maslov index

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Lagrangian analysis and quantum mechanics; a mathematical structure related to asymptotic expansions and the maslov index

Lagrangian Analysis and Quantum MechanicsA Mathematical Structure Related to Asymptotic Expansions and the Maslov IndexJean LerayEnglish translation b

Lagrangian analysis and quantum mechanics; a mathematical structure related to asymptotic expansions and the maslov index by Carolyn SchroederCopyright 1981 by The Massachusetts institute of TechnologyAll rights reserved. No part of this book may be reproduced in any form

or by any means, electronic or mechanical, including photocopying, recording, or by any information storage and retrieval system, without permission Lagrangian analysis and quantum mechanics; a mathematical structure related to asymptotic expansions and the maslov index

in writing from the publisher.This book was set in Monophoto Times Roman by Asco Trade Typesetting Ltd., Hong Kong, and printed and bound by Murray Pr

Lagrangian analysis and quantum mechanics; a mathematical structure related to asymptotic expansions and the maslov index

inting Company in the United States of America.Library of Congress Cataloging In Publication DataLeray,Jean, 1906-Lagrangian analysis and quantum mech

Lagrangian Analysis and Quantum MechanicsA Mathematical Structure Related to Asymptotic Expansions and the Maslov IndexJean LerayEnglish translation b

Lagrangian analysis and quantum mechanics; a mathematical structure related to asymptotic expansions and the maslov index I. Title.QA377.L4Ỉ4 1982515.3'5381-18581ISBN 0-262-12087-9AACR2To Hans LewyContentsPreface xiIndex of Symbols xiiiIndex of Concepts xviiI.The Fourier

Transform and Symplectic GroupIntroduction 1§1. Differential Operators, The Metaplectic and Symplectic Groups 10. Introduction 11.The Metaplectic Gro Lagrangian analysis and quantum mechanics; a mathematical structure related to asymptotic expansions and the maslov index

up Mp(Z) 12.The Subgroup Sp2(/) of Mp(/)93.Differential Operators with Polynomial Coefficients 20§2. Maslov Indices; Indices of Inertia; tagrangian Ma

Lagrangian analysis and quantum mechanics; a mathematical structure related to asymptotic expansions and the maslov index

nifolds andTheir Orientations 250. Introduction 251.Choice of Hermitian Structures on 7.(1)262.The Lagrangian Grassmannian A(Z) of Z(l) 27

Lagrangian Analysis and Quantum MechanicsA Mathematical Structure Related to Asymptotic Expansions and the Maslov IndexJean LerayEnglish translation b