Lie Groups and Quantum Mechanics
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D. J. Simms
Lie Groups and Quantum Mechanics
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This series aims at speedy, informal, and high level information on new developments in mathematical research and teaching. Considered for publication are: 1. Preliminary drafts of original papers and monographs 2. Special lectures on a new field, or a classical field from a new point of view 3. Seminar reports 4. Reports from meetings Out of print manuscripts satisfYing the above characterization may also be considered, if they continue to be in demand. The timeliness of a manuscript is more important than its form, which may be unfinished and preliminary. In certain instances, therefore, proofs may only be outlined, or results may be presented which have been or will also be published elsewhere. The publication of the "Lecture Notes" Series is intended as a service, in that a commercial publisher, SpringerVerlag, makes house publications of mathematical institutes available to mathematicians on an international scale. By advertising them in scientific journals, listing them in catalogs, further by copyrighting and by sending out review copies, an adequate documentation in scientific libraries is made possible. Man uscripts Since manuscripts will be reproduced photomechanically, they must be written in clean typewriting. Handwritten formulae are to be filled in with indelible black or red ink. Any corrections should be typed on a separate sheet in the same size and spacing as the manuscript. All corresponding numerals in the text and on the correction sheet should be marked in pencil. Springer-Verlag will then take care of inserting the corrections in their proper places. Should a manuscript or parts thereof have to be retyped, an appropriate indemnification will be paid to the author upon publication of his volume. The authors receive 25 free copies. Manuscripts in English, German or French should be sent to Prof. Dr. A. Dold, Mathematisches Institut der Universitat Heidelberg, TiergartenstraBe or Prof. Dr. B. Eckmann, Eidgenossische Technische Hochschule, Zurich.
Die "Lecture Notes" sollen rasch und informell, aber auf hohem Niveau, uber neue Entwicklungen der mathematischen Forschung und Lehre berichten. Zur Veroffentlichung kommen: 1. Vorlaufige Fassungen von Originalarbeiten und Monographien.
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