Symmetric Linear Backlund Transformation for Discrete BKP and DKP equation

Abstract

Proper lattices for the discrete BKP and the discrete DKP equaitons are determined. Linear Bäcklund transformation equations for the discrete BKP and the DKP equations are constructed, which possesses the lattice symmetries and generate auto-Bäcklund transformations

18 pages,3 figures

References in corpus (2)

• Quantum Integrable Systems and Elliptic Solutions of Classical Discrete Nonlinear Equations
• A Symmetric Generalization of Linear Bäcklund Transformation associated with the Hirota Bilinear Difference Equation

Cited by in corpus (5)

• Supersymmetric Bethe Ansatz and Baxter Equations from Discrete Hirota Dynamics
• Backlund transformations for difference Hirota equation and supersymmetric Bethe ansatz
• The Baecklund transformation equations for the ultradiscrete KP equation
• From nothing to something: discrete integrable systems
• Integrable semi-discretisation of the Drinfel'd--Sokolov hierarchies