Journal article

SU (N) LATTICE-GAUGE THEORY IN THE MIGDAL RENORMALIZATION-GROUP MODEL


Authors list: TANIMURA, N; SCHEID, W; TANIMURA, O

Publication year: 1991

Pages: 401-406

Journal: Physics Letters B

Volume number: 264

Issue number: 3-4

ISSN: 0370-2693

DOI Link: https://doi.org/10.1016/0370-2693(91)90368-Z

Publisher: Elsevier


Abstract: 
The renormalization group model of Migdal for SU (N) pure lattice-gauge theory is shown to give 15/2-pi-2(almost-equal-to 0.76) of the Stefan-Boltzmann value for internal energy and the relevant lattice Coulomb potential. The similarities between the Migdal model and the one-loop perturbative calculations in the N- and the lattice-size-dependences are shown.



Citation Styles

Harvard Citation style: TANIMURA, N., SCHEID, W. and TANIMURA, O. (1991) SU (N) LATTICE-GAUGE THEORY IN THE MIGDAL RENORMALIZATION-GROUP MODEL, Physics Letters B, 264(3-4), pp. 401-406. https://doi.org/10.1016/0370-2693(91)90368-Z

APA Citation style: TANIMURA, N., SCHEID, W., & TANIMURA, O. (1991). SU (N) LATTICE-GAUGE THEORY IN THE MIGDAL RENORMALIZATION-GROUP MODEL. Physics Letters B. 264(3-4), 401-406. https://doi.org/10.1016/0370-2693(91)90368-Z



Keywords

CONFINEMENT; DECONFINEMENT; GROUP MANIFOLD; HEAT KERNEL; KADANOFF RECURSION EQUATIONS; SU(2); TERMS; UNIQUE TRAJECTORY METHOD

Last updated on 2025-02-04 at 06:08