WEBAug 29, 2022 · Operator growth in SU (2) YangMills theory. Krylov complexity is a novel observable for detecting quantum chaos, and an indior of a possible gravity dual. In this paper, we compute the Krylov complexity and the associated Lanczos coefficients in the SU (2) YangMills theory, which can be reduced to a nonlinearly coupled harmonic .
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WhatsApp: +86 18203695377WEBApr 12, 2019 · Expansion of EinsteinYangMills theory by Differential Operators. The factorization form of the integrands in the CachazoHeYuan (CHY) formalism makes the generalized KawaiLewellenTye (KLT) relations manifest, thus amplitudes of one theory can be expanded in terms of the amplitudes of another theory. Although this claim .
WhatsApp: +86 18203695377WEBSep 6, 2022 · Celestial Liouville Theory for YangMills Amplitudes. We consider YangMills theory with the coupling constant and theta angle determined by the vacuum expectation values of a dynamical (complex) dilaton field. We discuss the treelevel Ngluon MHV stering amplitudes in the presence of a nontrivial background dilaton field and .
WhatsApp: +86 18203695377WEBAug 26, 1999 · This dissertation reviews various aspects of the N=4 supersymmetric YangMills theory in particular in relation with the AdS/CFT correspondence. The first two chapters are introductory. The first one contains a description of the general properties of rigid supersymmetric theories in four dimensions both at the classical and at the .
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WhatsApp: +86 18203695377WEBJul 1, 2004 · Gaugestring duality for superconformal deformations of N=4 super YangMills theory. S. Frolov R. Roiban A. Tseytlin. Physics. 2005. We analyze in detail the relation between an exactly marginal deformation of N=4 SYM the LeighStrassler or ``betadeformation'' and its string theory dual (recently constructed in.. Expand.
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WhatsApp: +86 18203695377WEBJan 23, 2009 · Nadav Drukker, Jan Plefka. In this paper we study the npoint correlation functions of two different families of local gauge invariant operators in N=4 supersymmetric YangMills theory. The main idea is to consider the correlation functions of operators which all share a number of supersymmetries irrespective of their relative loions.
WhatsApp: +86 18203695377WEBJun 11, 2021 · We show that the nonperturbative dynamics of N = 2 superYangMills theories in a selfdual Ω background and with arbitrary simple gauge group is fully determined by studying renormalization group equations of vacuum expectation values of surface operators generating oneform symmetries. The corresponding system of .
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WhatsApp: +86 18203695377WEBApr 29, 2009 · Download PDF Abstract: We provide a quantum path integral definition of an 't Hooft loop operator, which inserts a pointlike monopole in a four dimensional gauge theory. We explicitly compute the expectation value of the circular 't Hooft operators in N=4 super YangMills with arbitrary gauge group G up to next to leading order in perturbation .
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WhatsApp: +86 18203695377WEBNov 7, 1995 · The symmetrypreserving nature of the operator cutoff regularization and its analogy with the invariant Slavnov regularization are demonstrated at one loop order for pure YangMills theory. The presence of momentum cutoff scales in our regularization offers a direct appliion of the WilsonKadanoff renormalization group to the theory. In .
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