P. Kersten

发表

Software to compute infinitesimal symmetries of exterior differenial systems, with applications

Paul H. M. Kersten, P. Kersten, 1989 .

Nonlocal Lie–Bäcklund transformations of the massive Thirring model

P. Kersten, R. Martini, 1985 .

Deformation and Recursion for the N=2 α=1 Supersymmetric KdV Hierarchy

A. Sorin, P. Kersten, Alexander S. Sorin, 2004 .

Complete integrability of the coupled KdV-mKdV system

P. Kersten, Joseph Krasil'shchik, 2000, nlin/0010041.

The Lie-Backlund algebra for the general underdetermined equation ur=f(x,u,. . .,ur-1, nu ,. . ., nu k)

P. Kersten, 1992 .

The general symmetry algebra structure of the underdetermined equation ux=(vxx)2

Paul H. M. Kersten, P. Kersten, 1991 .

Graded Differential Geometry in Supersymmetry Structures of the KdV Equation REDUCE: Modified

P. Kersten, P. Gragert, 1991 .

Differential Calculi of Poincare-Birkhoff-Witt type on Universal Enveloping Algebras

G. Post, P. Kersten, R. Martini, 1995, q-alg/9506010.

Infinitesimal symmetries: a computional approach

P. Kersten, 1987 .

Integrable structures for a generalized Monge-Ampère equation

P. Kersten, I. Krasil’shchik, R. Vitolo, 2011, 1104.0258.

Graded differential geometry in REDUCE: Supersymmetry structures of the modified KdV equation

P. Kersten, P. Gragert, 1991 .

Supersymmetric extensions of the nonlinear Schrödinger equation: Symmetries and coverings

G. Roelofs, P. Kersten, Marcel Roelofs, 1992 .

Higher order supersymmetries and fermionic conservation laws of the supersymmetric extension of the KdV equation

P. Kersten, 1988 .

DIPS-6/2002 math.DG/0304245 HAMILTONIAN OPERATORS AND ℓ ∗-COVERINGS

P. Kersten, I. Krasil, Shchik, 2003 .

Hamiltonian operators and ℓ*-coverings

P. Kersten, I. Krasil’shchik, A. Verbovetsky, 2003, math/0304245.

Graded differential equations and their deformations: A computational theory for recursion operators

P. Kersten, I. Krasil’shchik, 1995 .

Complete integrability of the coupled KdV-mKdV system

P. Kersten, Joseph Krasil'shchik, 2000, nlin/0010041.

Lie-Bäcklund transformations for the massive Thirring model

P. Kersten, R. Martini, 1985 .

The N 1⁄4 2 Supersymmetric Unconstrained Matrix GNLS Hierarchies

A. Sorin, P. Kersten, 2002 .

(Non)local Hamiltonian and symplectic structures, recursions and hierarchies: a new approach and applications to the N = 1 supersymmetric KdV equation

P. Kersten, I. Krasil’shchik, A. Verbovetsky, 2003, nlin/0305026.

Deformation and recursion for the $N = 2 \; \alpha = 1$ supersymmetric KdV hierarchy

A. Sorin, P. Kersten, 2002, nlin/0203041.

Bi-Hamiltonian structure of the N=2 supersymmetric α=1 KdV hierarchy

A. Sorin, P. Kersten, 2002, nlin/0201061.

Symmetries and Recursions For N = 2 Supersymmetric KDV-Equation

P. Kersten, 2001 .

The Cartan covering and complete integrability of the KdV-mKdV system

Michiel Hazewinkel, Bernard Hanzon, Paul H. M. Kersten, 2006 .

Symmetries and Recursion Operators for Classical and Supersymmetric Differential Equations

I. S. Krasilʹshchik, P. Kersten, P. H. M. Kersten, 2000 .

Differential geometric computations and computer algebra

P. Kersten, P. Gragert, 1997 .

Nonlocal Constructions in the Geometry of PDE

P. Kersten, A. Verbovetsky, 2004 .

SUPERSYMMETRIES AND RECURSION OPERATORS FOR $N=2$ SUPERSYMMETRIC KDV-EQUATION (Lie Groups, Geometric Structures and Differential Equations : One Hundred Years after Sophus Lie)

P. Kersten, 2000 .

On symmetries and cohomological invariants of equations possessing flat representations

P. Kersten, I. Krasil’shchik, S. Igonin, 2003, math/0301344.

Symmetries and Recursion Operators for Classical and Supersymmetric Equations

P. Kersten, I. Krasil’shchik, 2000 .

Creating and annihilating Lie–Bäcklund transformations of the Federbush model

P. Kersten, 1986 .

The Lie algebra of infinitesimal symmetries of nonlinear diffusion equations

P. Kersten, P. Gragert, 1983 .

Symbolic computations in applied differential geometry

P. Kersten, R. Martini, P. Gragert, 1983 .

Contact symmetries of general linear second-order ordinary differential equations: letter to the editor

P. Kersten, R. Martini, 1983 .

Infinitesimal symmetries and conserved currents for nonlinear Dirac equations

P. Kersten, 1983 .

Nonlocal symmetries and the linearization of the massless Thirring and the Federbush models

P. Kersten, 1988 .

Implementation of Differential Geometric Objects and Functions with an Application to Extended Maxwell Equations

Peter K. H. Gragert, P. H. M. Kersten, P. Kersten, 1982, EUROCAM.

Non-local higher-order symmetries for the Federbush model

W. Sluis, P. Kersten, 1990 .

Symmetries and Conservation Laws of the System

P. Kersten, P. Gragert, 1997 .

Symmetries and Conservation Laws of the System: ux= vwx, vy= u wy, uv+wxx+wyy=0

P. Kersten, P. Gragert, T. van Bemmelen, 1997 .

Nonlocal symmetries and recursion operator of the Landau-Lifshitz equation

P. Kersten, T. V. Bemmelen, 1991 .

Geometric and algebraic structures in differential equations

P. Kersten, I. Krasil’shchik, 1995 .

Integrability of Kupershmidt Deformations

P. Kersten, I. Krasil’shchik, R. Vitolo, 2008, 0812.4902.

Hamiltonian Structures for General PDEs

P. Kersten, I. Krasil’shchik, R. Vitolo, 2008, 0812.4895.

On Integrability of the Camassa–Holm Equation and Its Invariants

V. Golovko, P. Kersten, I. Krasil’shchik, 2008, 0812.4681.

A Geometric Study of the Dispersionless Boussinesq Type Equation

P. Kersten, I. Krasil’shchik, A. Verbovetsky, 2005, nlin/0511012.

On the Integrability Conditions for Some Structures Related to Evolution Differential Equations

P. Kersten, I. Krasil’shchik, A. Verbovetsky, 2003, math/0310451.

The N = 1 supersymmetric KdV equation: (non)local Hamiltonian and symplectic structures, recursions, and hierarchies

P. Kersten, A. Verbovetsky, 2003 .

The D-Boussinesq equation: Hamiltonian and symplectic structures; Noether and inverse Noether operators

P. Kersten, I. Krasil’shchik, A. Verbovetsky, 2005 .

Deformations and Recursion Operators for Evolution Equations

P. Kersten, I. Krasil’shchik, 1992 .