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Renormalisability of the 2PI-Hartree approximation of multicomponent scalar models in the broken symmetry phase

机译:破碎对称阶段中多分量标量模型的2PI-Hartree逼近的可归正性

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摘要

Non-perturbative renormalisation of a general class of scalar field theories is performed at the Hartree level truncation of the 2PI effective action in the broken symmetry regime. Renormalised equations are explicitly constructed for the one- and two-point functions. The non-perturbative counterterms are deduced from the conditions for the cancellation of the overall and the subdivergences in the complete Hartree-Dyson-Schwinger equations, with a transparent method. The procedure proposed in the present paper is shown to be equivalent to the iterative renormalisation method of Blaizot et al. [J.-P. Blaizot, E. lancu, U. Reinosa, Nucl. Phys. A 736 (2004) 149, hep-ph/0312085]. (C) 2008 Elsevier B.V. All rights reserved.
机译:一般类标量场理论的非扰动重新归一化是在对称对称状态下2PI有效动作的Hartree级截断下进行的。为一点和两点函数显式构造了重新归一化的方程。非扰动反项是通过透明方法从完整的Hartree-Dyson-Schwinger方程的整体和子散列的抵消条件中得出的。本文提出的程序被证明与Blaizot等人的迭代重整化方法等效。 [J.P。 Blaizot,E.lancu,U.Reinosa,Nucl。物理A 736(2004)149,hep-ph / 0312085]。 (C)2008 Elsevier B.V.保留所有权利。

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