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Date : 1998-11-01
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Seiberg–Witten theory Wikipedia ~ In theoretical physics Seiberg–Witten theory is a theory that determines an exact lowenergy effective action for massless degrees of freedom of a supersymmetric gauge theory—namely the metric of the moduli space of vacua
SeibergWitten Theory and Integrable Systems Andrei ~ One of the most interesting examples is the SeibergWitten ansatz for the N2 SUSY supersymmetric YangMills gauge theories in four dimensions The aim of this book is to present in a clear form the main ideas of the relation between the exact solutions to the supersymmetric SUSY YangMills theories and integrable systems
SeibergWitten Theory and Integrable Systems ~ If the address matches an existing account you will receive an email with instructions to reset your password
SeibergWitten Curves and Integrable Systems ~ supermultiplets 2 3 4 can be reformulated in terms of integrable systems This connection though not been clearly understood so far has become already a beautiful example of appearance of hidden integrable structure in multidimensional quantum gauge theories and thus quite a popular topic at many different conferences
SeibergWitten theory and duality in integrable systems ~ A special emphasis is on a duality that naturally acts on these integrable systems The duality turns out to be an effective tool in constructing the double elliptic integrable system which describes the sixdimensional SeibergWitten theory At the same time it implies a series of relations between other SeibergWitten systems
SeibergWitten theory and integrable systems eBook 1999 ~ SeibergWitten theory and integrable systems Andrei Marshakov In the past few decades many attempts have been made to search for a consistent formulation of quantum field theory beyond perturbation theory
SeibergWitten Theory and Integrable Systems ~ The second deals with the construction of Lax pairs with spectral parameter for certain classical mechanics CalogeroMoser integrable systems associated with an arbitrary Lie algebra G We review the solution to both of these problems as well as their interrelation
SeibergWitten theory and duality in integrable systems ~ In the context of SeibergWitten theory the elliptic RS integrable system can be linked with the relevant low energy effective action when a compactification from five dimension to four dimension
alggeom9705010 SeibergWitten integrable systems ~ TitleSeibergWitten integrable systems Abstract This is a survey of the work of Seiberg and Witten on 4dimensional N2 supersymmetric YangMills theory and of some of its recent extensions written for mathematicians The point of view is that of algebraic geometry and integrable systems
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