Search Results - "Thibes, R."

Relativistic conic motion as a second-class dynamical system by Oliveira, S. L., Santos, C. M. B., Thibes, R.

“…Abstract We investigate relativistic motion along a general conic path under the influence of an open potential as a Dirac-Bergmann constrained dynamical…”
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Improved gauge-unfixing formalism through a prototypical second-class system by Ananias Neto, J., Morais, W. D., Thibes, R.

“…Abstract We contextualize the improved gauge-unfixing (GU) formalism within a rather general prototypical second-class system, obtaining a corresponding…”
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General Solution and Canonical Quantization of the Conic Path Constrained Second-Class System by Caires, R. L., Oliveira, S. L., Thibes, R.

“…We consider the problem of constrained motion along a conic path under a given external potential function. The model is described as a second-class system…”
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Influence of the Gribov copies on the gluon and ghost propagators in Euclidean Yang-Mills theory in the maximal Abelian gauge by Capri, M. A. L., Lemes, V. E. R., Sobreiro, R. F., Sorella, S. P., Thibes, R.

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Renormalizability of a generalized gauge fixing interpolating among the Coulomb, Landau and maximal Abelian gauges by Capri, M.A.L., Sobreiro, R.F., Sorella, S.P., Thibes, R.

“…A detailed discussion of the renormalization properties of a class of gauges which interpolates among the Landau, Coulomb and maximal Abelian gauges is…”
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The Gribov–Zwanziger action in the presence of the gauge invariant, nonlocal mass operator Tr∫d4xFμν(D2)-1Fμν in the Landau gauge by Capri, M.A.L., Dudal, D., Lemes, V.E.R., Sobreiro, R.F., Sorella, S.P., Thibes, R., Verschelde, H.

“…We prove that the nonlocal gauge invariant mass dimension 2 operator Fμν(D2)-1Fμν can be consistently added to the Gribov–Zwanziger action, which implements…”
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Local renormalizable gauge theories from nonlocal operators by Capri, M.A.L., Lemes, V.E.R., Sobreiro, R.F., Sorella, S.P., Thibes, R.

“…The possibility that nonlocal operators might be added to the Yang–Mills action is investigated. We point out that there exists a class of nonlocal operators…”
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BFT formalism and first order systems by Amorim, R., Souza, L. E. S., Thibes, R.

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General Solution and Canonical Quantization of the Conic Path Constrained Second-Class System by Caires, R. L, Oliveira, S. L, Thibes, R

“…We consider the problem of constrained motion along a conic path under a given external potential function. The model is described as a second-class system…”
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Gluon and ghost propagators in Euclidean Yang-Mills theory in the maximal Abelian gauge: Taking into account the effects of the Gribov copies and of the dimension two condensates by Capri, M. A. L., Lemes, V. E. R., Sobreiro, R. F., Sorella, S. P., Thibes, R.

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Study of the nonlocal gauge invariant mass operator $\mathrm{Tr} \int d^4x F_{\mu\nu} (D^2)^{-1} F_{\mu\nu}$ in the maximal Abelian gauge by Capri, M. A. L, Lemes, V. E. R, Sobreiro, R. F, Sorella, S. P, Thibes, R

“…J.Phys.A41:155401,2008 The nonlocal gauge invariant mass operator $\mathrm{Tr} \int d^{4}x F_{\mu\nu} (D^2)^{-1} F_{\mu\nu}$ is investigated in Yang-Mills…”
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Local renormalizable gauge theories from nonlocal operators by Capri, M. A. L, Lemes, V. E. R, Sobreiro, R. F, Sorella, S. P, Thibes, R

“…AnnalsPhys.323:752-767,2008 The possibility that nonlocal operators might be added to the Yang-Mills action is investigated. We point out that there exists a…”
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Study of the maximal Abelian gauge in S U ( 2 ) Euclidean Yang-Mills theory in the presence of the Gribov horizon by Capri, M. A. L., Lemes, V. E. R., Sobreiro, R. F., Sorella, S. P., Thibes, R.

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A study of the maximal Abelian gauge in SU(2) Euclidean Yang-Mills theory in the presence of the Gribov horizon by Capri, M. A. L, Lemes, V. E. R, Sobreiro, R. F, Sorella, S. P, Thibes, R

“…Phys.Rev.D74:105007,2006 We pursue the study of SU(2) Euclidean Yang-Mills theory in the maximal Abelian gauge by taking into account the effects of the Gribov…”
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Renormalizability of a generalized gauge fixing interpolating among the Coulomb, Landau and maximal Abelian gauges by Capri, M. A. L, Sobreiro, R. F, Sorella, S. P, Thibes, R

“…AnnalsPhys.322:1776-1789,2007 A detailed discussion of the renormalization properties of a class of gauges which interpolates among the Landau, Coulomb and…”
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The Gribov-Zwanziger action in the presence of the gauge invariant, nonlocal mass operator $Tr \int d^4x F_{\mu\nu} (D^2)^{-1} F_{\mu\nu}$ in the Landau gauge by Capri, M. A. L, Dudal, D, Lemes, V. E. R, Sobreiro, R. F, Sorella, S. P, Thibes, R, Verschelde, H

“…Eur.Phys.J.C52:459-476,2007 We prove that the nonlocal gauge invariant mass dimension two operator $F_{\mu\nu} (D^2)^{-1} F_{\mu\nu}$ can be consistently added…”
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The influence of the Gribov copies on the gluon and ghost propagators in Euclidean Yang-Mills theory in the maximal Abelian gauge by Capri, M. A. L, Lemes, V. E. R, Sobreiro, R. F, Sorella, S. P, Thibes, R

“…Phys.Rev. D72 (2005) 085021 The effects of the Gribov copies on the gluon and ghost propagators are investigated in SU(2) Euclidean Yang-Mills theory quantized…”
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Infrared behavior of the gluon and ghost propagators in Yang-Mills theories by Capri, M, Dudal, D, Gracey, J, Lemes, V, Sobreiro, R, Sorella, S. P, Thibes, R, Verschelde, H

“…PoSIC2006:026,2006 We provide a short discussion of the dimension two condensate <A^2> and its influence on the infrared behaviour of the gluon propagator in…”
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The gluon and ghost propagators in Euclidean Yang-Mills theory in the maximal Abelian gauge: taking into account the effects of the Gribov copies and of the dimension two condensates by Capri, M. A. L, Lemes, V. E. R, Sobreiro, R. F, Sorella, S. P, Thibes, R

“…Phys.Rev.D77:105023,2008 The infrared behavior of the gluon and ghost propagators is studied in SU(2) Euclidean Yang-Mills theory in the maximal Abelian gauge…”
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Remarks on a class of renormalizable interpolating gauges by Dudal, D, Gracey, J. A, Lemes, V. E. R, Sobreiro, R. F, Sorella, S. P, Thibes, R, Verschelde, H

“…JHEP 0507 (2005) 059 A class of covariant gauges allowing one to interpolate between the Landau, the maximal Abelian, the linear covariant and the…”
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