Titlebook: Equivariant Cohomology and Localization of Path Integrals; Richard J. Szabo Book 2000 Springer-Verlag Berlin Heidelberg 2000 Cohomological

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Gerald Eberlein,O. P. Obermeieran geometry on . automatically implies that its orbits must be closed circles (see ahead Section 5.2). This feature is usually essential for the finite-dimensional localization theorems, but within the loop space localization framework, where the arguments for localization are based on formal supers

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Joseph Rutenfranz,Rainer Bernotatld theories, and more generally of (quantum) integrability. Given that the Hamiltonians in an integrable hierarchy are functionals of action variables alone [106], the equivariant localization formalism might yield a geometric characterization of quantum integrability, and perhaps some deeper connec

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Die Anpassung der Arbeit an den Menschen,uge theories in 4 dimensions. It was shown that a global fermionic symmetry was present after Yang-Mills gauge fixing which incorporated the original gauge invariance of the model and ultimately led to straightforward derivations of the Ward identities associated with the gauge symmetry in both quan

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Richard J. SzaboThis book is of interest in mathematics as well as in physics..Includes supplementary material:

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Lecture Notes in Physics Monographshttp://image.papertrans.cn/e/image/313545.jpg

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https://doi.org/10.1007/978-3-8349-9551-3way are not really definite predictions but rather suggestions for what kind of results to expect. Because of the lack of rigor that goes into deriving these localization formulas it is perhaps surprising then that some of these results are not only conceptually interesting but also physically reasonable.