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    An application of exp-function method to the generalized Burger’s- Huxley equation
    (Selcuk University Research Center of Applied Mathematics, 2009) Alipour, M. M.; Ganji, Davood Damiri; Davodi, Amin Gholami
    In this work, we implement a relatively new analytical technique, the ExpFunction method, for solving nonlinear equations and absolutely special form of Generalized BurgersHuxley equation which may contain high nonlinear terms. This method can be used as an alternative to obtain analytical and approximate solutions of different types of fractional differential equations which applied in engineering mathematics. For more illustration of the efficiency and reliability of Exp method some numerical examples are presented. It is predicted that ExpFunction method can be found widely applicable in engineering.
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    Numerous exact solutions for the Dodd-Bullough-Mikhailov equation by some different methods
    (Selcuk University Research Center of Applied Mathematics, 2009) Davodi, Amin Gholami; Ganji, D.avood Domiri; Alipour, M. M.
    In this work, we implement some analytical techniques such as Tan, Tanh, Extended Tanh and Sech methods for solving the nonlinear partial differential equation, which contain exponential terms; its name, DoddBulloughMikhailov (DBM) equation. These methods can be used as an alternative to obtain exact solutions of different types of differential equations which applied in engineering mathematics.