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Beta function (physics)
2-Loop $\Beta $ Function for Non-Hermitian PT Symmetric $\Iota
Effective Quantum Field Theories Thomas Mannel Theoretical Physics I (Particle Physics) University of Siegen, Siegen, Germany
Hep-Th] 27 May 2021
The Euler Legacy to Modern Physics
Dimensional Reduction, Regularisation
Department of Physics and Astronomy University of Heidelberg
Running Coupling and Anomalous Dimension of SU(3) Gauge Theory with Adjoint Fermions
Standard Model with Spontaneously Broken Quantum Scale Invariance
Notes on Supersymmetry N = 1 SUSY Effective Actions Contents 1
Renormalization Group and Dynamics of Supersymmetric Gauge Theories
Lecture 1: What Do We Know About N = 1 Super Yang-Mills ?
Complete One-Loop Renormalization of the Higgs-Electroweak Chiral Lagrangian G Buchalla, O Catà, a Celis, Marc Knecht, C
Wilsonian Renormalization
Arxiv:1510.03092V1 [Hep-Ph] 11 Oct 2015 Onso H Ihetmd Ftebl Fermions
On the One-Loop Yukawa Coupling Beta-Function to Order Y G2 in A
Dilaton As the Higgs Particle
4. Lattice Gauge Theory
Towards the Five-Loop Beta Function for a General Gauge Group
Top View
4. Continuous Symmetries
Temperature Dependence of the Qcd Coupling
3. the Renormalisation Group
A Non-Renonnalization Theorem for the Wilsonian Gauge Couplings in Supersymmetric Theories
Gradient Formula for the Beta Function of 2D Quantum field Theory
Spontaneous Symmetry Breaking in Qcdt
15 the Renormalization Group
Aspects of Riemannian Geometry in Quantum Field Theories Ricardo
Gauge-Invariant Approach to the Beta Function in Yang-Mills Theories with Universal Extra Dimensions
A Non-Renormalization Theorem for the Wilsonian Gauge Couplings In
Lecture II-1: Symmetry Breaking
17 the Renormalization Group
Standard Model Beta-Functions to Three-Loop Order and Vacuum Stability
A Brief Review of the 2D/4D Correspondences
Arxiv:2008.06772V1 [Hep-Th]
Physics 215C: Quantum Field Theory
Renormalization Constants and Beta Functions for the Gauge Couplings of the Standard Model to Three-Loop Order
The Running Coupling Constant and Asymptotic Freedom In