A New Analytic Solution Method For a Class of Generalized Riccati Differential Equations

We give a useful and practicable solution method for the general Riccati differential equation of form $w^{\prime }\left( x\right) =p\left( +q\left( w\left( +r\left( w^{2}\left( $. In order to get many authors have been interested this type equation. They show that if there exists some relation about coefficients $p\left( x\right),$ $q\left( $r\left( $ then can be given in closed form. also determine relations between these find solutions Finally, we examples illustrate importance presented method.