Constructing exact solutions for two-dimensional nonlinear dispersion Boussinesq equation. II: Solitary pattern solutions

In the first paper (I) we have shown that two-dimensional nonlinear dispersion Boussinesq equations, B(m,n,k,p), admitted abundant compact structures for different parameters m, n, k, p. In this paper we shall further investigate the solitary pattern solutions of B(m,n,k,p) equations. As a consequence, it is shown that these equations also possess many solitary pattern solutions expressed in terms of the hyperbolic sine and cosine functions.