On stable solutions of the finite non-periodic Toda lattice
The author studies the stable solutions of the finite non-periodic \(A_n\)-type Toda lattice. The author considers a modified Gauss decomposition which gives the flow of the Toda lattice. By this method, the stable solutions which are entire functions on the real numbers are obtained. As an example, a one-soliton solution is presented.
scientific article; zbMATH DE number 6115458