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General expression for three-loop β-functions of cal N = 1 supersymmetric theories with multiple gauge couplings regularized by higher covariant derivatives
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For $\cal N =$ 1 supersymmetric theories with multiple gauge couplings regularized by higher covariant derivatives, a general expression for three-loop gauge $\beta$-functions is obtained. For this purpose, using general statements about the validity of the NSVZ relations, a result is constructed for the $\beta$-functions defined in terms of the bare couplings. It is demonstrated that in the particular case of MSSM, it precisely reproduces the known expressions found earlier in another way. For the case where Yukawa couplings are absent, similar expressions for three-loop $\beta$-functions are also obtained in terms of the renormalized couplings in an arbitrary subtraction scheme and, in particular, in the $\overline{\mbox{DR}}$ scheme.
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Cited by 1 Pith paper
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Three-Loop Gauge Beta Functions in Supersymmetric Theories with Exponential Higher Covariant Derivative Regularization
Explicit closed-form evaluation of A(n) and B(m) for exponential regulators R(x)=e^{x^n} and F(x)=e^{x^m} yields fully parameterized three-loop beta functions in general N=1 SUSY gauge theories and demonstrates finite...
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