Exact travelling wave solutionsof some nonlinear evolutionary equations

A direct algebraic method of obtaining exact solutions to nonlinear PDEʹs is applied to certain set of nonlinear nonlocal evolutionary equations, including nonlinear telegraph equation, hyperbolic generalization of Burgers equation and some spatially nonlocal hydrodynamic-type model. Special attention is paid to the construction of the kink-like and soliton-like solutions.