THE INITIAL-FINISH VALUE PROBLEM FOR THE BOUSSINESQ - L'OVE EQUATION

We investigate the initial-finish value problem for the Boussinesq - L'ove equation by reducing it to the initial-finish value problem for the Sobolev type equation of the second order. We obtain theorems about the unique solvability of such problems.

Keywords

the Sobolev type equations, the phase space, the M,N-functions, the differential equations defined on graphs,the initial-finish value problem