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Search for the IR fixed point in the twisted Polyakov loop scheme · Around

2009

Search for the IR fixed point in the twisted Polyakov loop scheme

Bilgici, Erek, Flachi, Antonino, Itou, Etsuko et al.

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We present a non-perturbative study of the running coupling constant in the Twisted Polyakov Loop (TPL) scheme.

We investigate how the systematic and statistical errors can be controlled {\it via} a feasibility study in SU(3) pure Yang-Mills theory.
We show that our method reproduces the perturbative determination of the running coupling in the UV.
In addition, our numerical result agrees with the theoretical prediction of this coupling constant in the IR.

Built on

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