CONSERVATION LAWS FOR CALABI FLOW EQUATION
Pages 133-138
Afrodita Liliana Boldea, Costin Radu Boldea, Radu Constantinescu
Abstract
The paper presents a concrete study on the conserved densities and conservation laws for the 1+1 dimensional version of the Calabi flow equation. Despite the restrained group of generalized local symmetries, the equation accept an infinite set of functional independent conserved densities, so that the assertion of integrability is sustained.