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Titlebook: Algebraic Renormalization; Perturbative Renorma Olivier Piguet,Silvio P. Sorella Book 1995 Springer-Verlag Berlin Heidelberg 1995 Anomalien

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期刊全称Algebraic Renormalization
期刊简称Perturbative Renorma
影响因子2023Olivier Piguet,Silvio P. Sorella
视频video
学科分类Lecture Notes in Physics Monographs
图书封面Titlebook: Algebraic Renormalization; Perturbative Renorma Olivier Piguet,Silvio P. Sorella Book 1995 Springer-Verlag Berlin Heidelberg 1995 Anomalien
影响因子The idea of this book originated from two series of lectures given by us at the Physics Department of the Catholic University of Petr6polis, in Brazil. Its aim is to present an introduction to the "algebraic" method in the perturbative renormalization of relativistic quantum field theory. Although this approach goes back to the pioneering works of Symanzik in the early 1970s and was systematized by Becchi, Rouet and Stora as early as 1972-1974, its full value has not yet been widely appreciated by the practitioners of quantum field theory. Becchi, Rouet and Stora have, however, shown it to be a powerful tool for proving the renormalizability of theories with (broken) symmetries and of gauge theories. We have thus found it pertinent to collect in a self-contained manner the available information on algebraic renormalization, which was previously scattered in many original papers and in a few older review articles. Although we have taken care to adapt the level of this book to that of a po- graduate (Ph. D. ) course, more advanced researchers will also certainly find it useful. The deeper knowledge of renormalization theory we hope readers will acquire should help them to face the di
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BRS Cohomology and Descent Equations,nto the BRS cohomology modulo total space-time derivatives. This has led to a system of equations called the descent equations. In this chapter we shall systematize the study of the cohomology of a general BRS operator and of the corresponding descent equations. Beginning with some definitions and s
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Nonrenormalization Theorems,ory inconsistent. However our purely algebraic approach, based on the cohomology in the space of local field polynomials, gives only a potential anomaly. It does not yield the value of its coefficient . (c.f. (4.55)), which is needed in order to know if the anomaly is actually present. This coeffici
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Revising English: Theory and Practicee underline, in particular, the well established and successful applications to the gauge theories of particle interactions: QED, the standard model, QCD and supersymmetric extensions thereof. Although a quantum theory of gravity has not yet been firmly formulated, there are now hopes for a consistent field theoretical description as well [3].
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Mapping the Space of Postmodernisme and demonstrated its role in guarantying the unitarity of the .-matrix and the gauge independence of the physical observables, on the one hand, and set up the general iterative construction needed in the absence of an invariant regularization. Precisely the latter approach is called “algebraic renormalization” in the present book.
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Book 1995. Its aim is to present an introduction to the "algebraic" method in the perturbative renormalization of relativistic quantum field theory. Although this approach goes back to the pioneering works of Symanzik in the early 1970s and was systematized by Becchi, Rouet and Stora as early as 1972-1974, i
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