All Stories

  1. Lie-point symmetries of the discrete Liouville equation
  2. Lie group analysis of a generalized Krichever-Novikov differential-difference equation
  3. On the integrability of a new lattice equation found by multiple scale analysis
  4. LIE GROUPS AND NUMERICAL SOLUTIONS OF DIFFERENTIAL EQUATIONS: INVARIANT DISCRETIZATION VERSUS DIFFERENTIAL APPROXIMATION
  5. Linearization through symmetries for discrete equations
  6. Construction of partial difference schemes: I. The Clairaut, Schwarz, Young theorem on the lattice
  7. Classification of discrete equations linearizable by point transformation on a square lattice
  8. Four Points Linearizable Lattice Schemes
  9. The Jacobi last multiplier for linear partial difference equations
  10. λ-Symmetries for the Reduction of Continuous and Discrete Equations
  11. On Fourier integral transforms for q -Fibonacci and q -Lucas polynomials
  12. CLASSIFICATION OF MULTILINEAR REAL QUADRATIC PARTIAL DIFFERENCE EQUATIONS LINEARIZABLE BY POINT AND HOPF–COLE TRANSFORMATIONS
  13. Классификация дискретных систем на квадратных решетках
  14. Contact transformations for difference schemes
  15. Symmetries of the Continuous and Discrete Krichever-Novikov Equation
  16. Linearizability of Nonlinear Equations on a Quad-Graph by a Point, Two Points and Generalized Hopf-Cole Transformations
  17. Are there contact transformations for discrete equations?
  18. Multiple-scale analysis of dynamical systems on the lattice
  19. Интегрируемость дифференциально-разностных уравнений с дискретными кинками
  20. Lie point symmetries of differential–difference equations
  21. λ-symmetries for discrete equations
  22. Integrability test of discrete nonlinear Schrödinger equations via multiscale reduction
  23. Integrability of the Kruskal—Zabusky Discrete Equation by Multiscale Expansion
  24. Integrability test for discrete equations via generalized symmetries
  25. Symmetries and integrability of difference equations
  26. The Kundu–Eckhaus equation and its discretizations
  27. Special issue on Symmetries and Integrability of Difference Equations
  28. Special issue on Symmetries and Integrability of Difference Equations
  29. Symmetries and Integrability of Difference Equations
  30. Special issue on Symmetries and Integrability of Difference Equations
  31. On Miura Transformations and Volterra-Type Equations Associated with the Adler-Bobenko-Suris Equations
  32. Multiscale Expansion and Integrability Properties of the Lattice Potential KdV Equation
  33. Asymptotic symmetries and integrability: The KdV case
  34. A difference analogue of the Davey–Stewartson system: discrete Gram-type determinant solution and Lax pair
  35. The lattice Schwarzian KdV equation and its symmetries
  36. Continuous symmetries of the lattice potential KdV equation
  37. On a discrete Davey–Stewartson system
  38. Discrete reductive perturbation technique
  39. Continuous symmetries of difference equations
  40. Asymptotic symmetries of difference equations on a lattice
  41. Multiscale Analysis of Discrete Nonlinear Evolution Equations: The Reduction of the dNLS
  42. Umbral calculus, difference equations and the discrete Schrödinger equation
  43. Discrete q -derivatives and symmetries of q -difference equations
  44. Lie discrete symmetries of lattice equations
  45. LIE SYMMETRIES FOR LATTICE EQUATIONS
  46. Transversal perturbation of longitudinal soliton modes on a free electron laser
  47. Lie point symmetries and commuting flows for equations on lattices
  48. Integrable hierarchies of nonlinear difference-difference equations and symmetries
  49. Lie symmetries of multidimensional difference equations
  50. Relation between Bäcklund transformations and higher continuous symmetries of the Toda equation
  51. Discrete derivatives and symmetries of difference equations
  52. Симметрии дискретного нелинейного уравнения Шредингера
  53. Conditions for the Existence of Higher Symmetries and Nonlinear Evolutionary Equations on the Lattice
  54. Lie point symmetries of difference equations and lattices
  55. Lie algebra contractions and symmetries of the Toda hierarchy
  56. Non-point integrable symmetries for equations on the lattice
  57. Dilation symmetries and equations on the lattice
  58. Lie symmetries for integrable evolution equations on the lattice
  59. Free electron lasers and soliton propagation
  60. Symmetries of the discrete Burgers equation
  61. Conditions for the existence of higher symmetries of evolutionary equations on the lattice
  62. Symmetries of discrete dynamical systems
  63. Continuous Symmetries of Differential-Difference Equations
  64. Construction of higher local (2 + 1) dimensional exponential lattice equations
  65. Symmetries and Conditional Symmetries of a Non-relativistic Chern-Simons System
  66. Quasisolitons on a diatomic chain at room temperature
  67. Symmetries and conditional symmetries of differential‐difference equations
  68. Symmetries of Differential Equations on a Lattice. An Example: The Toda Lattice
  69. On non-isospectral flows, Painlev� equations, and symmetries of differential and difference equations
  70. The inhomogeneous Toda lattice: its hierarchy and Darboux-Backlund transformations
  71. Continuous symmetries of discrete equations
  72. Integrable Nonlinear Evolution Equations in the Description of Waves in the Shallow-Water Long-Wave Approximation
  73. Vibrational Properties and Energy Transport in Acetanilide by Molecular Dynamics
  74. Non-isospectral deformations and Darboux transformations for the third-order spectral problem
  75. Toward a unification of the various techniques used to integrate non-linear partial differential equations: Bäcklund and Darboux transformations vs. dressing method
  76. Soliton surfaces
  77. Subalgebras of Loop Algebras and Symmetries of the Kadomtsev-Petviashvili Equation
  78. Approximate inverse spectral transform for the Korteweg-de Vries equation
  79. Dressing methodvs. classical Darboux transformation
  80. Second workshop on nonlinear evolution equations and dynamical systems the Orthodox Academy, Kolymbari near Chania, Crete; August 13–28, 1983
  81. A new nonlinear Schrödinger equation, its hierarchy and N-soliton solutions
  82. The Bäcklund transformations for nonlinear evolution equations which exhibit exotic solitons
  83. Continuous and discrete matrix Burgers’ hierarchies
  84. The chiral field hierarchy
  85. Bäcklund transformation vs. the dressing method
  86. The discrete chiral-field hierarchy
  87. The quantum Toda lattice
  88. Bäcklund transformations for chiral field equations
  89. Toda lattice and generalised Wronskian technique
  90. Group theoretical approach to nonlinear evolution equations of lax type III. The Boussinesq equation
  91. Non-linear differential-difference equations with N-dependent coefficients. I
  92. Non-linear differential-difference equations with N-dependent coefficients. II
  93. Discrete version of the modified Korteweg-De Vries equation withx-dependent coefficients
  94. Nonlinear evolution equations solvable by the inverse spectral transform associated to the matrix Schrödinger equation of rank 4
  95. Perturbative approach to some one-dimensional many-body problems
  96. Perturbative approach to some one-dimensional many-body problems. I: Discussion of the Rayleigh-Schrödinger and Brillouin-Wigner series for the Sutherland model
  97. Generalized Lie Symmetries for Difference Equations
  98. Preface
  99. Introduction
  100. Symmetries and generalized symmetries for discrete dynamical systems