The deconfining phase transition in lattice gauge SU(3)

P. Bacilieri; E. Remiddi; G. M. Todesco; M. Bernaschi; S. Cabasino; N. Cabibbo; L. A. Fernández; E. Marinari; P. Paolucci; G. Parisi; G. Salina; A. Tarancón; F. Coppola; M. P. Lombardo; E. Simeone; R. Tripiccione; C. Fiorentini; A. Lai; P. A. Marchesini; F. Marzano; F. Rapuano; W. Tross; R. Rusack

doi:10.1016/0550-3213(89)90632-9

The deconfining phase transition in lattice gauge SU(3)

P. Bacilieri, E. Remiddi, G. M. Todesco, M. Bernaschi, S. Cabasino, N. Cabibbo, L. A. Fernández, E. Marinari, P. Paolucci, G. Parisi, G. Salina, A. Tarancón, F. Coppola, M. P. Lombardo, E. Simeone, R. Tripiccione, C. Fiorentini, A. Lai, P. A. Marchesini, F. MarzanoF. Rapuano, W. Tross, R. Rusack

Physics and Astronomy (Twin Cities)

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Abstract

By using a source method and improved measuring techniques, we study the decay of the Polyakov loop in SU(3) lattice gauge theory at finite temperature. Our aim is to measure the correlation length of the system in the neighbourhood of the critical point. We work with lattices of size up to 16²×64×4. We found that the maximum correlation length is only bounded by the spatial dimension of the lattice. This result is the one expected in a second order phase transition and appears to be incompatible with the presence of the strong first order transition claimed in the literature.

Original language	English (US)
Pages (from-to)	553-578
Number of pages	26
Journal	Nuclear Physics, Section B
Volume	318
Issue number	3
DOIs	https://doi.org/10.1016/0550-3213(89)90632-9
State	Published - May 29 1989

Bibliographical note

Funding Information:
* On leave from Universidad Complutense de Madrid. Partially supported by CAICYT Spain (AE86-0029). MEC fellow. ** On leave from Universidad de Zaragoza. Partially supported by CAICYT Spain. MEC fellow. *** Ing. C. Olivetti e C. S.p.a. fellow.

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Bacilieri, P., Remiddi, E., Todesco, G. M., Bernaschi, M., Cabasino, S., Cabibbo, N., Fernández, L. A., Marinari, E., Paolucci, P., Parisi, G., Salina, G., Tarancón, A., Coppola, F., Lombardo, M. P., Simeone, E., Tripiccione, R., Fiorentini, C., Lai, A., Marchesini, P. A., ... Rusack, R. (1989). The deconfining phase transition in lattice gauge SU(3). Nuclear Physics, Section B, 318(3), 553-578. https://doi.org/10.1016/0550-3213(89)90632-9

Bacilieri, P, Remiddi, E, Todesco, GM, Bernaschi, M, Cabasino, S, Cabibbo, N, Fernández, LA, Marinari, E, Paolucci, P, Parisi, G, Salina, G, Tarancón, A, Coppola, F, Lombardo, MP, Simeone, E, Tripiccione, R, Fiorentini, C, Lai, A, Marchesini, PA, Marzano, F, Rapuano, F, Tross, W & Rusack, R 1989, 'The deconfining phase transition in lattice gauge SU(3)', Nuclear Physics, Section B, vol. 318, no. 3, pp. 553-578. https://doi.org/10.1016/0550-3213(89)90632-9

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abstract = "By using a source method and improved measuring techniques, we study the decay of the Polyakov loop in SU(3) lattice gauge theory at finite temperature. Our aim is to measure the correlation length of the system in the neighbourhood of the critical point. We work with lattices of size up to 162×64×4. We found that the maximum correlation length is only bounded by the spatial dimension of the lattice. This result is the one expected in a second order phase transition and appears to be incompatible with the presence of the strong first order transition claimed in the literature.",

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AU - Bacilieri, P.

AU - Remiddi, E.

AU - Todesco, G. M.

AU - Bernaschi, M.

AU - Cabasino, S.

AU - Cabibbo, N.

AU - Fernández, L. A.

AU - Marinari, E.

AU - Paolucci, P.

AU - Parisi, G.

AU - Salina, G.

AU - Tarancón, A.

AU - Coppola, F.

AU - Lombardo, M. P.

AU - Simeone, E.

AU - Tripiccione, R.

AU - Fiorentini, C.

AU - Lai, A.

AU - Marchesini, P. A.

AU - Marzano, F.

AU - Rapuano, F.

AU - Tross, W.

AU - Rusack, R.

N1 - Funding Information: * On leave from Universidad Complutense de Madrid. Partially supported by CAICYT Spain (AE86-0029). MEC fellow. ** On leave from Universidad de Zaragoza. Partially supported by CAICYT Spain. MEC fellow. *** Ing. C. Olivetti e C. S.p.a. fellow.

PY - 1989/5/29

Y1 - 1989/5/29

N2 - By using a source method and improved measuring techniques, we study the decay of the Polyakov loop in SU(3) lattice gauge theory at finite temperature. Our aim is to measure the correlation length of the system in the neighbourhood of the critical point. We work with lattices of size up to 162×64×4. We found that the maximum correlation length is only bounded by the spatial dimension of the lattice. This result is the one expected in a second order phase transition and appears to be incompatible with the presence of the strong first order transition claimed in the literature.

AB - By using a source method and improved measuring techniques, we study the decay of the Polyakov loop in SU(3) lattice gauge theory at finite temperature. Our aim is to measure the correlation length of the system in the neighbourhood of the critical point. We work with lattices of size up to 162×64×4. We found that the maximum correlation length is only bounded by the spatial dimension of the lattice. This result is the one expected in a second order phase transition and appears to be incompatible with the presence of the strong first order transition claimed in the literature.

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The deconfining phase transition in lattice gauge SU(3)

Abstract

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