solution to fractional-order riccati differential equations using euler wavelet method

The fractionalorder differential equations (fdes) have the ability to model the reallife phenomena better in a variety of applied mathematics, engineering disciplines including diffusive transport, electrical networks, electromagnetic theory, probability and so forth. in most cases, there are no analytical solutions therefore a variety of numerical methods have been developed for the solution of the fdes. in this paper, we derive the numerical solutions of the various fractionalorder riccati type differential equations using the euler wavelet method (ewm). the euler wavelet operational matrix method converts the fractional differential equations to a system of algebraic equations. illustrative examples are included to demonstrate the validity and efficiency of the technique.