We simulate a theory with Nf = 2 heavy quarks of mass M. At energies much smaller than M the heavy quarks decouple and the theory can be described by an effective theory which is a pure gauge theory to leading order in 1=M. We present results for the mass dependence of ratios such as t0(M)=t0(0). We compute these ratios from simulations and compare them to the perturbative prediction. The latter relies on a factorisation formula for the ratios which is valid to leading order in 1=M.

Knechtli, F., Bruno, M., Finkenrath, J., Leder, B., Sommer, R. (2015). Perturbative versus non-perturbative decoupling of heavy quarks. In Proceedings of Science. Proceedings of Science (PoS).

Perturbative versus non-perturbative decoupling of heavy quarks

Bruno M.;
2015

Abstract

We simulate a theory with Nf = 2 heavy quarks of mass M. At energies much smaller than M the heavy quarks decouple and the theory can be described by an effective theory which is a pure gauge theory to leading order in 1=M. We present results for the mass dependence of ratios such as t0(M)=t0(0). We compute these ratios from simulations and compare them to the perturbative prediction. The latter relies on a factorisation formula for the ratios which is valid to leading order in 1=M.
paper
Heavy quarks decoupling; Lattice QCD
English
33rd International Symposium on Lattice Field Theory, LATTICE 2015
2015
Proceedings of Science
2015
14-18-
256
none
Knechtli, F., Bruno, M., Finkenrath, J., Leder, B., Sommer, R. (2015). Perturbative versus non-perturbative decoupling of heavy quarks. In Proceedings of Science. Proceedings of Science (PoS).
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10281/332370
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