Algebraic K-Theory and its Geometric Applications

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Algebraic K-Theory and its Geometric Applications

Edited by R. M. F. Moss and C. B. Thomas University of Hull

Springer-Verlag Berlin · Heidelberg· NewYork 1969

This series aims to report new developments in mathematical research and teaching- quickly, informally and at a high level. The type of material considered for publication includes: 1. Preliminary drafts of original papers and monographs 2. Lectures on a new field, or presenting a new angle on a classical field

3. Seminar work-outs 4. Reports of meetings Texts which are out of print but still in demand may also be considered if they fall within these categories. The timeliness of a manuscript is more important than its form, which may be unfinished or tentative. Thus, in some instances, proofs may be merely oudined and results presented which have been or will later be published elsewhere. Publication of Lectttre NotBs is intended as a service to the international mathematical community, in that a commercial publisher, Springer-Verlag, can offer a wider distribution· to docum'ents which would otherwise have a restricted readership. Once published and copyrighted, they can be documented in the scientific literature. M-anuscripts Manuscripts are reproduced by a photographic process; they must therefore be typed with extreme care. Symbols not on the typewriter should be inserted by hand in indelible black ink. Corrections to the typescript should be made by sticking the amended text over the old one, or by obliterating errors with white correcting fluid. Should the text, or any part of it, have to be retyped, the author will be reimbursed upon publication of the volume. Authors receive 75 free copies. The typescript is reduced slighdy in size during reproduction; best results will not be obtained unless the text on any one page is kept within the overall limit of 18 x 26.5 em (7 x 10 Y2 inches). The publishers will be pleased to supply on request special stationery with the typing area outlined. 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 ,Lectttre Notes" sollen rasch und informell, aber auf hohem Niveau, iiber neue Entwicklungen der mathematischen Forschung und Lehre berichten. Zur Veroffendichung kommen: 1. Vorlaufige Fassungen von Originalarbeiten und Monographien.

2. Spezielle Vorlesungen iiber ein neues Gebiet oder ein klassisches Gebiet in neuerBetrach-

tungsweise.

3. Seminarausarbeitungen. 4. Vortrage von Tagungen. Ferner kommen auch altere vergriffene spezielle Vorlesungen, Seminare und Berichte in Frage, wenn nach ihnen eine anhaltende Nachfrage besteht. Die Beitrage diirfen im Interesse einer groBeren Aktualitat durchaus den Charakter des Unfertigen und Vorlaufigen haben. Sie brauchen Beweise unter Umstanden nur zu skizzieren und diirfen auch Ergebnisse enthalten, die in ahnlicher Form schon erschienen sind oder spater erscheinen sollen. Die Herausgabe der ,Lecttt

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