A New Algorithm for The Generation of Conservative Forms and Nonlocal Solutions for Lin-Tsien Equation
Lin-Tsien partial differential equation conservation forms are investigated through a set of first order conservation multipliers. A new algebraic method is presented here. The conservative forms obtained by this method are compared with the integration by parts, the direct and homotopy methods. We then construct nonlocally related PDE systems and deduce new nonlocal solutions.
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