Quantum Field Theory on Curved Spacetimes; Concepts and Mathematical Foundations

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Quantum Field Theory on Curved Spacetimes; Concepts and Mathematical Foundations

Lecture Notes in PhysicsFounding Editors: w. Beiglbock, J. Ehlers, K. Hepp. H. WeidenmiillerEditorial BoardR. Beig, Vienna. Austriaw. Beiglbock, Heide

Quantum Field Theory on Curved Spacetimes; Concepts and Mathematical Foundations elberg. Germanyw. Domcke, Garching, GermanyB.-G. Englert. SingaporeƯ. Frisch, Nice, FranceF. Guinea, Madrid, Spainp. Hanggi. Augsburg. Germanyw. Hille

brandt, Garching. GermanyR. L. Jaffe, Cambridge. MA, USAw. Janke. Leipzig. GermanyH. V. Lohneysen. Karlsruhe. GermanyM. Mangano, Geneva. SwitzerlandJ. Quantum Field Theory on Curved Spacetimes; Concepts and Mathematical Foundations

-M. Raimond. Paris. FranceD. Sornctte, Zurich, Switzerlands. Theisen, Potsdam. GermanyD. Vollhardt. Augsburg, Germanyw. Weise. Garching, GermanyJ. Zil

Quantum Field Theory on Curved Spacetimes; Concepts and Mathematical Foundations

tartz. Koln. GermanyThe Lecture Notes in PhysicsThe series Lecture Notes in Physics (LNP). founded in 1969. reports new developments in physics resear

Lecture Notes in PhysicsFounding Editors: w. Beiglbock, J. Ehlers, K. Hepp. H. WeidenmiillerEditorial BoardR. Beig, Vienna. Austriaw. Beiglbock, Heide

Quantum Field Theory on Curved Spacetimes; Concepts and Mathematical Foundations way. Books published in this series are conceived as bridging material between advanced graduate textbooks and the forefront of research and to serve

three purposes:•to be a compact and modern up-to-date source of reference on a well-defined topic•to serve as an accessible introduction to the field Quantum Field Theory on Curved Spacetimes; Concepts and Mathematical Foundations

to postgraduate students and nonspecialist researchers from related areas•to be a source of advanced teaching material for specialized seminars, cour

Quantum Field Theory on Curved Spacetimes; Concepts and Mathematical Foundations

ses and schoolsBoth monographs and multi-author volumes will be considered for publication. Edited volumes should, however, consist of a very limited

Lecture Notes in PhysicsFounding Editors: w. Beiglbock, J. Ehlers, K. Hepp. H. WeidenmiillerEditorial BoardR. Beig, Vienna. Austriaw. Beiglbock, Heide

Quantum Field Theory on Curved Spacetimes; Concepts and Mathematical Foundations mats, the electronic archive being available at springerlink.com. The series content is indexed, abstracted and referenced by many abstracting and inf

ormation services, bibliographic networks. subscription agencies, library networks, and consortia.Proposals should be sent to a member of the Editoria Quantum Field Theory on Curved Spacetimes; Concepts and Mathematical Foundations

l Board, or directly to the managing editor at Springer:Christian CaronSpringer HeidelbergPhysics Editorial Department ITiergartenstrasse 1769121 Heid

Quantum Field Theory on Curved Spacetimes; Concepts and Mathematical Foundations

elberg / Germany christi an.caron @spri nger.comc. BarK. Fredenhagen (Eds.)

Lecture Notes in PhysicsFounding Editors: w. Beiglbock, J. Ehlers, K. Hepp. H. WeidenmiillerEditorial BoardR. Beig, Vienna. Austriaw. Beiglbock, Heide