Turkish Journal of Physics
Abstract
We give two distinct infinite-Hamiltonian representations for the Riemann equation. One with first order Hamiltonian operators and another with third order-first order Hamiltonian operators. Both representations contain an arbitrary function of the dynamical variable. We prove that all the Hamiltonian operators of the Riemann equation are mutually compatible.
DOI
-
Keywords
Integrability, multi-Hamiltonian structures, Riemann equation.
First Page
445
Last Page
450
Recommended Citation
TURHAN, R (2006). Infinite-Hamiltonian Structures of the Riemann Equation. Turkish Journal of Physics 30 (5): 445-450. https://doi.org/-
