Matches in SemOpenAlex for { <https://semopenalex.org/work/W4242634367> ?p ?o ?g. }
- W4242634367 endingPage "410" @default.
- W4242634367 startingPage "363" @default.
- W4242634367 abstract "We review localization techniques for functional integrals which have recently been used to perform calculations in and gain insight into the structure of certain topological field theories and low-dimensional gauge theories. These are the functional integral counterparts of the Mathai—Quillen formalism, the Duistermaat—Heckman theorem, and the Weyl integral formula respectively. In each case, we first introduce the necessary mathematical background (Euler classes of vector bundles, equivariant cohomology, topology of Lie groups), and describe the finite dimensional integration formulae. We then discuss some applications to path integrals and give an overview of the relevant literature. The applications we deal with include supersymmetric quantum mechanics, cohomological field theories, phase space path integrals, and two-dimensional Yang—Mills theory. (Extended version of lectures given by M.B. This article originally appeared in the Special Issue on Functional Integration of the Journal of Mathematical Physics, Jour. Math. Physics 36 No. 5 (1995) 2192-2236. We thank the American Institute of Physics (AIP) for permission to reproduce this article here. It has been slightly updated for inclusion in these Proceedings.)" @default.
- W4242634367 created "2022-05-12" @default.
- W4242634367 creator A5028931358 @default.
- W4242634367 creator A5063846813 @default.
- W4242634367 date "1997-01-01" @default.
- W4242634367 modified "2023-09-30" @default.
- W4242634367 title "Localization and Diagonalization: A Review of Functional Integral Techniques for Low-Dimensional Gauge Theories and Topological Field Theories" @default.
- W4242634367 cites W1534795114 @default.
- W4242634367 cites W1540739244 @default.
- W4242634367 cites W1585821064 @default.
- W4242634367 cites W1597292016 @default.
- W4242634367 cites W1641204351 @default.
- W4242634367 cites W1964985022 @default.
- W4242634367 cites W1972043045 @default.
- W4242634367 cites W1972953270 @default.
- W4242634367 cites W1978055303 @default.
- W4242634367 cites W1982687638 @default.
- W4242634367 cites W1982950297 @default.
- W4242634367 cites W1986078504 @default.
- W4242634367 cites W1990736874 @default.
- W4242634367 cites W1991149684 @default.
- W4242634367 cites W1997675199 @default.
- W4242634367 cites W1998306503 @default.
- W4242634367 cites W200521721 @default.
- W4242634367 cites W2005631816 @default.
- W4242634367 cites W2008348105 @default.
- W4242634367 cites W2012329049 @default.
- W4242634367 cites W2013411098 @default.
- W4242634367 cites W2016565760 @default.
- W4242634367 cites W2016941275 @default.
- W4242634367 cites W2031590670 @default.
- W4242634367 cites W2040650718 @default.
- W4242634367 cites W2041290824 @default.
- W4242634367 cites W2043501953 @default.
- W4242634367 cites W2044073478 @default.
- W4242634367 cites W2059724130 @default.
- W4242634367 cites W2060588344 @default.
- W4242634367 cites W2060698830 @default.
- W4242634367 cites W2061318189 @default.
- W4242634367 cites W2061971595 @default.
- W4242634367 cites W2062849453 @default.
- W4242634367 cites W2066355667 @default.
- W4242634367 cites W2067137151 @default.
- W4242634367 cites W2070309155 @default.
- W4242634367 cites W2073212852 @default.
- W4242634367 cites W2082374436 @default.
- W4242634367 cites W2083289387 @default.
- W4242634367 cites W2084478030 @default.
- W4242634367 cites W2085352443 @default.
- W4242634367 cites W2085588188 @default.
- W4242634367 cites W2087276725 @default.
- W4242634367 cites W2087676549 @default.
- W4242634367 cites W2089932714 @default.
- W4242634367 cites W2093630997 @default.
- W4242634367 cites W2093663996 @default.
- W4242634367 cites W2111560541 @default.
- W4242634367 cites W2111891221 @default.
- W4242634367 cites W2116787000 @default.
- W4242634367 cites W2128559058 @default.
- W4242634367 cites W2131892537 @default.
- W4242634367 cites W2133354326 @default.
- W4242634367 cites W2134155718 @default.
- W4242634367 cites W2147383273 @default.
- W4242634367 cites W2149081291 @default.
- W4242634367 cites W2152822709 @default.
- W4242634367 cites W2158823467 @default.
- W4242634367 cites W2158923649 @default.
- W4242634367 cites W2161076175 @default.
- W4242634367 cites W2164252329 @default.
- W4242634367 cites W2167274574 @default.
- W4242634367 cites W3098022835 @default.
- W4242634367 cites W3098156933 @default.
- W4242634367 cites W3099430563 @default.
- W4242634367 cites W3100322995 @default.
- W4242634367 cites W3100399351 @default.
- W4242634367 cites W3100460759 @default.
- W4242634367 cites W3102162893 @default.
- W4242634367 cites W3103523977 @default.
- W4242634367 doi "https://doi.org/10.1007/978-1-4899-0319-8_12" @default.
- W4242634367 hasPublicationYear "1997" @default.
- W4242634367 type Work @default.
- W4242634367 citedByCount "0" @default.
- W4242634367 crossrefType "book-chapter" @default.
- W4242634367 hasAuthorship W4242634367A5028931358 @default.
- W4242634367 hasAuthorship W4242634367A5063846813 @default.
- W4242634367 hasBestOaLocation W42426343672 @default.
- W4242634367 hasConcept C114614502 @default.
- W4242634367 hasConcept C115047598 @default.
- W4242634367 hasConcept C121332964 @default.
- W4242634367 hasConcept C13336665 @default.
- W4242634367 hasConcept C142362112 @default.
- W4242634367 hasConcept C153349607 @default.
- W4242634367 hasConcept C154018700 @default.
- W4242634367 hasConcept C181830111 @default.
- W4242634367 hasConcept C184720557 @default.
- W4242634367 hasConcept C198459414 @default.
- W4242634367 hasConcept C202444582 @default.
- W4242634367 hasConcept C31593994 @default.