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Quantum mechanics in the geometry of space time; elementary theory

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Nội dung chi tiết: Quantum mechanics in the geometry of space time; elementary theory

Quantum mechanics in the geometry of space time; elementary theory

I https://khothuden.comSPRINGER BRIEFS IN PHYSICSRogerBoudetQuantum Mechanics in the Geometry of Space-Time Elementary Theory__________PMMSpringerSpri

Quantum mechanics in the geometry of space time; elementary theory ingerBriefs in PhysicsEditorial BoardEgor Babaev, University of Massachusetts, Boston, USAMalcolm Bremer. University of Bristol, UKXavier Cal met, Uni

versity of Sussex, UKFrancesca Di Lodovico, Queen Mary University of London, London, UKMaarten Hoogcrland. University of Auckland, New ZealandEric Lc Quantum mechanics in the geometry of space time; elementary theory

Ru, Victoria University of Wellington. New ZealandJames Overduin, Towson University, USAVcssclin Petkov, Concordia University, CanadaCharles H.-T. Wan

Quantum mechanics in the geometry of space time; elementary theory

g, The University of Aberdeen. UKAndrew Whitaker. Queen’s University Belfast, UKFor further volumes:http://www.springcr.com/serics/8902Roger BoudetQua

I https://khothuden.comSPRINGER BRIEFS IN PHYSICSRogerBoudetQuantum Mechanics in the Geometry of Space-Time Elementary Theory__________PMMSpringerSpri

Quantum mechanics in the geometry of space time; elementary theory anFrancee-mail: boudcl@cmi.univ-rnrs.frISSN 2191-5423ISBN 978-3-642-19198-5e-ISSN 2191-5431e-ISBN 978-3-642-19199-2DOI 10.1007/978-3-642-19199-2Spring

er Heidelberg Dordrecht London New York Quantum mechanics in the geometry of space time; elementary theory

I https://khothuden.comSPRINGER BRIEFS IN PHYSICSRogerBoudetQuantum Mechanics in the Geometry of Space-Time Elementary Theory__________PMMSpringerSpri

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