Resumen de Conservation laws for a Boussinesq equation
María Luz Gandarias Núñez, María de los Santos Bruzón Gallego
In this work, we study a generalized Boussinesq equation from the point of view of the Lie theory. We determine all the low-order conservation laws by using the multiplier method. Taking into account the relationship between symmetries and conservation laws and applying the multiplier method to a reduced ordinary differential equation, we obtain directly a second order ordinary differential equation and two third order ordinary differential equations.
