  Exact bright, dark, antikink solitary waves and Jacobi elliptic function
solutions of the generalized Benjamin-Bona-Mahony equation with arbitrary
power-law nonlinearity will be constructed in this work. The method used to
carry out the integration is the F-expansion method. Solutions obtained have
fractional and integer negative or positive power-law nonlinearities. These
solutions have many free parameters such that they may be used to simulate many
experimental situations, and to precisely control the dynamics of the system.
