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06 July 2020
 
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Results 1 to 20 of 49 for query "A. N. Leznov ". (0.02 sec.)

[    1    2    3    ]   Next
1.
N=2 Superintegrable f-Toda Mapping and Super-NLS Hierarchy in the (1|2) Superspace
V.B. Derjagin; A.N. Leznov; A.S. Sorin;
14 Nov 1996   /  Phys.Atom.Nucl. 61 (1998) 1990-1996; Yad.Fiz. 61 (1998) 2097-2103
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2.
$sigma_1$ and $sigma_2$ automorphism of the systems of equations of integrable hierarchies. Discrete and Backlund transformations
A. N. Leznov;
16 Mar 2005
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3.
Ortogonal rotation in theory of finite-dimensional representations of quantum semisimple algebras. The case of $A_2$ algebra
A.N.Leznov;
27 Jul 2004
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4.
General solutions of the Monge-Ampère equation in $n$-dimensional space
D. B. Fairlie; A. N. Leznov;
22 Mar 1994
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5.
Bäcklund transformation for supersymmetric self-dual theories for semisimple gauge groups and a hierarchy of $A_1$ solutions
Ch. Devchand; A.N. Leznov;
24 Dec 1992   /  Commun. Math. Phys. 160 (1994) 551-562
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6.
A Discourse on the Benney Equation
A.N. Leznov; J. Sanchez Mondragon;
5 Aug 2000
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7.
Multi-soliton Solutions of Two-dimensional Matrix Davey-Stewartson Equation
A.N. Leznov; E.A. Yuzbashyan;
10 Dec 1996   /  Nucl.Phys. B496 (1997) 643-654
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8.
Discrete and Backlund (!) transformations of SDYM system
A. N. Leznov;
1 Apr 2005
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9.
Monge equation of arbitrary degree in 1 + 1 space
A. N. Leznov; R. Torres-cordoba;
1 Feb 2013
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10.
Two Poisson structures invariant with respect to discrete transformation in the case of arbitrary semi-simple algebras
A. N. Leznov;
16 Jan 2008
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11.
Two-dimensional Superintegrable Mappings and Integrable Hierarchies in the $(2|2)$ Superspace
A.N. Leznov; A.S. Sorin;
25 Aug 1996   /  Phys.Lett. B389 (1996) 494-502
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12.
Series solution of the 1+2 continuous Toda Chain
R.T. Cordoba; D.B. Fairlie; A.N. Leznov;
23 Mar 2011
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13.
Hamiltonian formalism in a problem of 3-th waves hierarchy
A.N.Leznov;
12 Apr 2007
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14.
Equations of 3-th waves hierarchy
A.N. Leznov;
20 Mar 2007
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15.
Infinite series solutions of the symmetry equation for the $1 +2$ dimensional continuous Toda chain
D.B. Fairlie; A.N. Leznov;
29 Dec 1995
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16.
Quantized spaces are four-dimensional compact manifolds with de-Sitter (O(1,4) or O(2,3)) group of motion
A.N.Leznov;
26 Oct 2004
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17.
Theory of fields in quantized spaces
A.N.Leznov;
8 Sep 2004
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18.
The connection of Monge-Bateman equations with ordinary differential equations and their generalisation
A. N. Leznov;
10 Aug 1999
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19.
Graded Lie algebras, representation theory, integrable mappings and systems: nonabelian case
A. N. Leznov;
8 Oct 1998
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20.
Two-dimensional Ultra-Toda integrable mappings and chains (Abelian case)
A. N. Leznov;
4 Mar 1997   /  Theor.Math.Phys. 117 (1998) 1194-1207; Teor.Mat.Fiz. 117 (1998) 107-122
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21.
Local solutions of harmonical and bi-harmonical equations, Universal Field Equation and self-dual configurations of Yang--Mills fields in four dimensions
A. N. Leznov;
21 Mar 1994
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22.
The Integrable Mapping as the Discrete Group of Inner Symmetry of Integrable Systems
D.B. Fairlie; A.N. Leznov;
12 May 1993
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23.
Relativistic invariant Lie algebras for kinematical observables in quantum space-time
V. V. Khruschev; A. N. Leznov;
9 Jul 2002   /  Grav.Cosmol. 9 (2003) 159
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24.
The invariant form of the generators of semisimple Lie and quantum algebras in their arbitrary finite-dimensional representation
A. N. Leznov;
25 Apr 1999
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25.
New approach to representation theory of semisimple Lie algebras and quantum algebras
A. N. Leznov;
14 Mar 1999
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26.
Graded Lie algebras, representation theory, integrable mappings and systems
A. N. Leznov;
8 Aug 1998
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27.
Integrable Mappings for Non--Commutative Objects
A.N. Leznov; E.A. Yuzbashyan;
2 Sep 1996   /  Rept.Math.Phys. 43 (1999) 207-214
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28.
Fine Structure of Matrix Darboux-Toda Integrable Mapping
A. N. Leznov; E. A. Yuzbashyan;
1 Sep 1997   /  Phys.Lett. A242 (1998) 31-35
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29.
N=2 Worldsheet Instantons Yield Cubic Self-Dual Yang-Mills
Olaf Lechtenfeld; Warren Siegel;
9 Apr 1997   /  Phys.Lett. B405 (1997) 49-54
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30.
To the question of the integration of Plebansky Equation
A.N.Leznov;
25 Mar 2009
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