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Results: 1-11 |
Results: 11

Authors: KOCIC A KOGUT J
Citation: A. Kocic et J. Kogut, PHASE-TRANSITIONS AT FINITE-TEMPERATURE AND DIMENSIONAL REDUCTION FORFERMIONS AND BOSONS, Nuclear physics. B, 455(1-2), 1995, pp. 229-273

Authors: LOMBARDO MP KOCIC A KOGUT JB
Citation: Mp. Lombardo et al., ON STRONGLY COUPLED QUENCHED QED4, AGAIN - CHIRAL-SYMMETRY BREAKING, GOLDSTONE MECHANISM AND THE NATURE OF THE CONTINUUM-LIMIT, Nuclear physics. B, 1995, pp. 687-689

Authors: KOCIC A KOGUT J
Citation: A. Kocic et J. Kogut, CAN SIGMA-MODELS DESCRIBE FINITE-TEMPERATURE CHIRAL TRANSITIONS, Physical review letters, 74(16), 1995, pp. 3109-3112

Authors: KIM S KOCIC A KOGUT J
Citation: S. Kim et al., LOOKING FOR THE LOGARITHMS IN 4-DIMENSIONAL NAMBU-JONA-LASINIO MODELS, Nuclear physics. B, 429(2), 1994, pp. 407-430

Authors: KIM S KOCIC A KOGUT J
Citation: S. Kim et al., LOOKING FOR THE LOGARITHMS IN 4-DIMENSIONAL NAMBU-JONA-LASINIO MODELS, Nuclear physics. B, 429(2), 1994, pp. 407-430

Authors: KOCIC A KOGUT J
Citation: A. Kocic et J. Kogut, COMPOSITENESS, TRIVIALITY AND BOUNDS ON CRITICAL EXPONENTS FOR FERMIONS AND MAGNETS, Nuclear physics. B, 422(3), 1994, pp. 593-604

Authors: HANDS SJ KOCIC A KOGUT JB RENKEN RL SINCLAIR DK WANG KC
Citation: Sj. Hands et al., SPECTROSCOPY, EQUATION OF STATE AND MONOPOLE PERCOLATION IN LATTICE QED WITH 2 FLAVORS, Nuclear physics. B, 413(1-2), 1994, pp. 503-534

Authors: KOCIC A KOGUT JB LOMBARDO MP
Citation: A. Kocic et al., UNIVERSAL PROPERTIES OF CHIRAL-SYMMETRY BREAKING, Nuclear physics. B, 398(2), 1993, pp. 376-402

Authors: KOCIC A KOGUT JB WANG KC
Citation: A. Kocic et al., MONOPOLE PERCOLATION AND THE UNIVERSALITY CLASS OF THE CHIRAL TRANSITION IN 4-FLAVOR NONCOMPACT LATTICE QED, Nuclear physics. B, 398(2), 1993, pp. 405-422

Authors: KOCIC A KOGUT JB LOMBARDO MP WANG KC
Citation: A. Kocic et al., SPECTROSCOPY, SCALING AND CRITICAL INDEXES IN STRONGLY COUPLED QUENCHED QED, Nuclear physics. B, 397(1-2), 1993, pp. 451-478

Authors: HANDS S KOCIC A KOGUT JB
Citation: S. Hands et al., 4-FERMI THEORIES IN FEWER THAN 4 DIMENSIONS, Annals of physics, 224(1), 1993, pp. 29-89
Risultati: 1-11 |