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Results: 1-12 |
Results: 12
THE CONTINUOUS SERIES OF CRITICAL-POINTS OF THE 2-MATRIX MODEL AT N-]INFINITY IN THE DOUBLE SCALING LIMIT
Authors: BALASKA S MAEDER J RUHL W
Citation: S. Balaska et al., THE CONTINUOUS SERIES OF CRITICAL-POINTS OF THE 2-MATRIX MODEL AT N-]INFINITY IN THE DOUBLE SCALING LIMIT, Nuclear physics. B, 520(1-2), 1998, pp. 411-432
THE PERTURBATIVE APPROACH TO THE CRITICAL-BEHAVIOR OF 2-MATRIX MODELSIN THE LIMIT N-]INFINITY
Authors: BALASKA S MAEDER J RUHL W
Citation: S. Balaska et al., THE PERTURBATIVE APPROACH TO THE CRITICAL-BEHAVIOR OF 2-MATRIX MODELSIN THE LIMIT N-]INFINITY, Nuclear physics. B, 486(3), 1997, pp. 673-695
DOUBLE SCALING LIMITS, AIRY FUNCTIONS AND MULTICRITICAL BEHAVIOR IN O(N) VECTOR SIGMA-MODELS
Authors: MAEDER J RUHL W
Citation: J. Maeder et W. Ruhl, DOUBLE SCALING LIMITS, AIRY FUNCTIONS AND MULTICRITICAL BEHAVIOR IN O(N) VECTOR SIGMA-MODELS, Nuclear physics. B, 1996, pp. 219-225
SIGMA-MODELS WITH A(K) SINGULARITIES IN EUCLIDEAN SPACETIME OF DIMENSION 0-LESS-THAN-OR-EQUAL-TO-D-LESS-THAN-4 AND IN THE LIMIT N-]INFINITY
Authors: MAEDER J RUHL W
Citation: J. Maeder et W. Ruhl, SIGMA-MODELS WITH A(K) SINGULARITIES IN EUCLIDEAN SPACETIME OF DIMENSION 0-LESS-THAN-OR-EQUAL-TO-D-LESS-THAN-4 AND IN THE LIMIT N-]INFINITY, Zeitschrift fur Physik. C, Particles and fields, 72(4), 1996, pp. 689-698
DOUBLE SCALING LIMITS AND AIRY FUNCTIONS FOR O(N) VECTOR SIGMA-MODELSWITH ELEMENTARY CATASTROPHES OR THE CATASTROPHE X(9)
Authors: RUHL W
Citation: W. Ruhl, DOUBLE SCALING LIMITS AND AIRY FUNCTIONS FOR O(N) VECTOR SIGMA-MODELSWITH ELEMENTARY CATASTROPHES OR THE CATASTROPHE X(9), Annals of physics, 247(2), 1996, pp. 414-444
DOUBLE SCALING LIMITS AND AIRY FUNCTIONS FROM QUASI-HOMOGENEOUS SINGULARITIES OF VECTOR SIGMA-MODELS
Authors: RUHL W
Citation: W. Ruhl, DOUBLE SCALING LIMITS AND AIRY FUNCTIONS FROM QUASI-HOMOGENEOUS SINGULARITIES OF VECTOR SIGMA-MODELS, Modern physics letters A, 10(31), 1995, pp. 2353-2365
EXACT SOLVABILITY OF THE CALOGERO AND SUTHERLAND MODELS
Authors: RUHL W TURBINER A
Citation: W. Ruhl et A. Turbiner, EXACT SOLVABILITY OF THE CALOGERO AND SUTHERLAND MODELS, Modern physics letters A, 10(29), 1995, pp. 2213-2221
THE CRITICAL O(N) SIGMA-MODEL AT DIMENSION 2-LESS-THAN-D-LESS-THAN-4 - HARDY-RAMANUJAN DISTRIBUTION OF QUASI-PRIMARY FIELDS AND A COLLECTIVE FUSION APPROACH
Authors: LANG K RUHL W
Citation: K. Lang et W. Ruhl, THE CRITICAL O(N) SIGMA-MODEL AT DIMENSION 2-LESS-THAN-D-LESS-THAN-4 - HARDY-RAMANUJAN DISTRIBUTION OF QUASI-PRIMARY FIELDS AND A COLLECTIVE FUSION APPROACH, Zeitschrift fur Physik. C, Particles and fields, 63(3), 1994, pp. 531-539
CRITICAL NONLINEAR O(N) SIGMA-MODELS AT 2-LESS-THAN-D-LESS-THAN-4 - THE DEGENERACY OF QUASI-PRIMARY FIELDS AND ITS RESOLUTION
Authors: LANG K RUHL W
Citation: K. Lang et W. Ruhl, CRITICAL NONLINEAR O(N) SIGMA-MODELS AT 2-LESS-THAN-D-LESS-THAN-4 - THE DEGENERACY OF QUASI-PRIMARY FIELDS AND ITS RESOLUTION, Zeitschrift fur Physik. C, Particles and fields, 61(3), 1994, pp. 495-509
THE CRITICAL O(N) SIGMA-MODEL AT DIMENSIONS 2-LESS-THAN-D-LESS-THAN-4- A LIST OF QUASI-PRIMARY FIELDS
Authors: LANG K RUHL W
Citation: K. Lang et W. Ruhl, THE CRITICAL O(N) SIGMA-MODEL AT DIMENSIONS 2-LESS-THAN-D-LESS-THAN-4- A LIST OF QUASI-PRIMARY FIELDS, Nuclear physics. B, 402(3), 1993, pp. 573-603
THE CRITICAL O(N) SIGMA-MODEL AT DIMENSIONS 2-LESS-THAN-D-GREATER-THAN-4 - FUSION COEFFICIENTS AND ANOMALOUS DIMENSIONS
Authors: LANG K RUHL W
Citation: K. Lang et W. Ruhl, THE CRITICAL O(N) SIGMA-MODEL AT DIMENSIONS 2-LESS-THAN-D-GREATER-THAN-4 - FUSION COEFFICIENTS AND ANOMALOUS DIMENSIONS, Nuclear physics. B, 400(1-3), 1993, pp. 597-623
FROM KAPPA-POINCARE ALGEBRA TO KAPPA-LORENTZ QUASIGROUP - A DEFORMATION OF RELATIVISTIC SYMMETRY
Authors: LUKIERSKI J RUEGG H RUHL W
Citation: J. Lukierski et al., FROM KAPPA-POINCARE ALGEBRA TO KAPPA-LORENTZ QUASIGROUP - A DEFORMATION OF RELATIVISTIC SYMMETRY, Physics letters. Section B, 313(3-4), 1993, pp. 357-366
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