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1993 Leznov, A. N. The Canonical symmetry and hamiltonian formalism. II. Hamiltonian operators
1994 Leznov, A. N. The general properties and the list of the most often used integrable substitutions
1994 Leznov, A. N. New look on the theory of integrable systems
1994   Generalization of the Toda chain system to elliptic curve case / N.A.Belov,A.N.Leznov,W.J.Zakrzewski
1994 Fairlie, D. B. General solution of the universal equation in n-dimensional space
1994 Derjagin, V. B. The discrete symmetries and the list of Hamiltonians operators of integrable systems
1994 Derjagin, V. B. Geometrical symmetries of the universal equation
1984 Chumakov, S. M. Solitons as purely algebraic construction
1994 Leznov, A. N. Local solutions of harmonical and Bi-harmonical equations, universal field equation and self-dual configurations of Yang-Mills fields in four dimensions
1994 Leznov, A. N. The group of discrete symmetry and construction of solutions for axial-symmetrical configurations in general relativity
1996   N=2 superintegrable f-Toda mapping and super-NLS hierarchy in (1\2) superspace / [Auth.]:V.B.Derjagin,A.N.Leznov,A.S.Sorin
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