On non commutative sinh-Gordon Equation

Abstract

We give a noncommutative extension of sinh-Gordon equation. We generalize a linear system and Lax representation of the sinh-Gordon equation in noncommutative space. This generalization gives a noncommutative version of the sinh-Gordon equation with extra constraints, which can be expressed as global conserved currents.

7 Pages

Cited by in corpus (2)

• Lax pair and Darboux transformation of noncommutative U(N) principal chiral model
• Conserved Quantities in Noncommutative Principal Chiral Model with Wess-Zumino Term