Vector-like Strong Coupling theory with small S and T parameters

Abstract

We propose a mechanism which can reduce the Peskin and Takeuchi's S, T and U parameters in dynamical electroweak symmetry breaking models. It is interesting that not only S but also T parameter can become small even if there exists large isospin violation in fermion condensation. For example, when we take the $SU(2{)}_L\times U(1{)}_Y$ breaking mass of up-type fermion $m_U=1$ TeV and that of down-type $m_D=0$, we get S$\sim 0.001N$ and T$\sim 0.05N$ for the $SU(2{)}_L\times U(1{)}_Y$ invariant masses $M=10$ TeV. The point is that these parameters are suppressed by $SU(2{)}_L\times U(1{)}_Y$ invariant masses which the vector-like fermions can have.

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• A Renormalization Group Analysis of the Higgs Boson with Heavy Fermions and Compositeness
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• Predictions of $m_b/m_{\tau }$ and $m_t$ in an Asymptotically Non-Free Theory
• S and T Parameters in the Fermion Condensate Model
• Dynamical Symmetry Breaking with Large Anomalous Dimension in Gauge Theories
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