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Results: 1-17 |
Results: 17
THE SOLUTION OF THE N=(0-VERTICAL-BAR-2) SUPERCONFORMAL F-TODA LATTICE
Authors: DERJAGIN VB LEZNOV AN SORIN A
Citation: Vb. Derjagin et al., THE SOLUTION OF THE N=(0-VERTICAL-BAR-2) SUPERCONFORMAL F-TODA LATTICE, Nuclear physics. B, 527(3), 1998, pp. 643-656
FINE-STRUCTURE OF MATRIX DARBOUX-TODA INTEGRABLE MAPPING
Authors: LEZNOV AN YUZBASHYAN EA
Citation: An. Leznov et Ea. Yuzbashyan, FINE-STRUCTURE OF MATRIX DARBOUX-TODA INTEGRABLE MAPPING, Physics letters. A, 242(1-2), 1998, pp. 31-35
INTEGRABLE MAPPINGS AND HIERARCHIES IN THE (2 2)-SUPERSPACE/
Authors: LEZNOV AN SORIN AS
Citation: An. Leznov et As. Sorin, INTEGRABLE MAPPINGS AND HIERARCHIES IN THE (2 2)-SUPERSPACE/, Nuclear physics. B, 1997, pp. 258-262
MULTISOLITON SOLUTIONS OF THE 2-DIMENSIONAL MATRIX DAVEY-STEWARTSON-EQUATION
Authors: LEZNOV AN YUZBASHYAN EA
Citation: An. Leznov et Ea. Yuzbashyan, MULTISOLITON SOLUTIONS OF THE 2-DIMENSIONAL MATRIX DAVEY-STEWARTSON-EQUATION, Nuclear physics. B, 496(3), 1997, pp. 643-653
THE SOLUTION OF THE N=2 SUPERSYMMETRIC F-TODA CHAIN WITH FIXED ENDS
Authors: LEZNOV AN SORIN A
Citation: An. Leznov et A. Sorin, THE SOLUTION OF THE N=2 SUPERSYMMETRIC F-TODA CHAIN WITH FIXED ENDS, Physics letters. Section B, 402(1-2), 1997, pp. 87-100
ON THE INTEGRABILITY OF PURE SKYRME MODELS IN 2 DIMENSIONS
Authors: LEZNOV AN PIETTE B ZAKRZEWSKI WJ
Citation: An. Leznov et al., ON THE INTEGRABILITY OF PURE SKYRME MODELS IN 2 DIMENSIONS, Journal of mathematical physics, 38(6), 1997, pp. 3007-3011
GENERALIZATION OF THE TODA CHAIN SYSTEM TO THE ELLIPTIC CURVE CASE
Authors: BELOV NA LEZNOV AN ZAKRZEWSKI WJ
Citation: Na. Belov et al., GENERALIZATION OF THE TODA CHAIN SYSTEM TO THE ELLIPTIC CURVE CASE, letters in mathematical physics, 36(1), 1996, pp. 27-34
INFINITE SERIES SOLUTIONS OF THE SYMMETRY EQUATION FOR THE 1+2 DIMENSIONAL CONTINUOUS TODA CHAIN
Authors: FAIRLIE DB LEZNOV AN
Citation: Db. Fairlie et An. Leznov, INFINITE SERIES SOLUTIONS OF THE SYMMETRY EQUATION FOR THE 1+2 DIMENSIONAL CONTINUOUS TODA CHAIN, Physics letters. A, 221(5), 1996, pp. 306-310
2-DIMENSIONAL SUPERINTEGRABLE MAPPINGS AND INTEGRABLE HIERARCHIES IN THE (2 2)-SUPERSPACE/
Authors: LEZNOV AN SORIN AS
Citation: An. Leznov et As. Sorin, 2-DIMENSIONAL SUPERINTEGRABLE MAPPINGS AND INTEGRABLE HIERARCHIES IN THE (2 2)-SUPERSPACE/, Physics letters. Section B, 389(3), 1996, pp. 494-502
GENERAL-SOLUTIONS OF THE MONGE-AMPERE EQUATION IN N-DIMENSIONAL SPACE
Authors: FAIRLIE DB LEZNOV AN
Citation: Db. Fairlie et An. Leznov, GENERAL-SOLUTIONS OF THE MONGE-AMPERE EQUATION IN N-DIMENSIONAL SPACE, Journal of geometry and physics, 16(4), 1995, pp. 385-390
THE GENERAL-SOLUTION OF 2-DIMENSIONAL MATRIX TODA CHAIN EQUATIONS WITH FIXED ENDS
Authors: LEZNOV AN YUZBASHJAN EA
Citation: An. Leznov et Ea. Yuzbashjan, THE GENERAL-SOLUTION OF 2-DIMENSIONAL MATRIX TODA CHAIN EQUATIONS WITH FIXED ENDS, letters in mathematical physics, 35(4), 1995, pp. 345-349
THE INTEGRABLE MAPPING AS THE DISCRETE GROUP OF INNER SYMMETRY OF INTEGRABLE SYSTEMS
Authors: FAIRLIE DB LEZNOV AN
Citation: Db. Fairlie et An. Leznov, THE INTEGRABLE MAPPING AS THE DISCRETE GROUP OF INNER SYMMETRY OF INTEGRABLE SYSTEMS, Physics letters. A, 199(5-6), 1995, pp. 360-364
THE NEW LOOK ON THE THEORY OF INTEGRABLE SYSTEMS
Authors: LEZNOV AN
Citation: An. Leznov, THE NEW LOOK ON THE THEORY OF INTEGRABLE SYSTEMS, Physica. D, 87(1-4), 1995, pp. 48-51
ON THE SOLUTIONS OF THE ANISOTROPIC HEISENBERG EQUATION
Authors: BELOV NA LEZNOV AN ZAKRZEWSKI WJ
Citation: Na. Belov et al., ON THE SOLUTIONS OF THE ANISOTROPIC HEISENBERG EQUATION, Journal of physics. A, mathematical and general, 27(16), 1994, pp. 5607-5621
HAMILTONIAN PROPERTIES OF THE CANONICAL SYMMETRY
Authors: LEZNOV AN RAZUMOV AV
Citation: An. Leznov et Av. Razumov, HAMILTONIAN PROPERTIES OF THE CANONICAL SYMMETRY, Journal of mathematical physics, 35(8), 1994, pp. 4067-4087
THE CANONICAL SYMMETRY FOR INTEGRABLE SYSTEMS
Authors: LEZNOV AN RAZUMOV AV
Citation: An. Leznov et Av. Razumov, THE CANONICAL SYMMETRY FOR INTEGRABLE SYSTEMS, Journal of mathematical physics, 35(4), 1994, pp. 1738-1754
BACKLUND TRANSFORMATION FOR SUPERSYMMETRIC SELF-DUAL THEORIES FOR SEMISIMPLE GAUGE GROUPS AND A HIERARCHY OF A(1) SOLUTIONS
Authors: DEVCHAND C LEZNOV AN
Citation: C. Devchand et An. Leznov, BACKLUND TRANSFORMATION FOR SUPERSYMMETRIC SELF-DUAL THEORIES FOR SEMISIMPLE GAUGE GROUPS AND A HIERARCHY OF A(1) SOLUTIONS, Communications in Mathematical Physics, 160(3), 1994, pp. 551-561
Risultati: 1-17 |