A vertex operator representation of solutions to the Gurevich-Zybin hydrodynamical equation
arXiv:1105.4403
Abstract
An approach based on the spectral and Lie - algebraic techniques for constructing vertex operator representation for solutions to a Riemann type Gurevicz-Zybin hydrodynamical hierarchy is devised. A functional representation generating an infinite hirerachy of dispersive Lax type integrable flows is obtaned.
6 pages