Local Fractional Operator for the Solution of Quadratic Riccati Differential Equation with Constant Coefficients
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In this paper, we consider approximate solutions
of fractional Riccati differential equations via the application of
local fractional operator in the sense of Caputo derivative. The
proposed semi-analytical technique is built on the basis of the
standard Differential Transform Method (DTM). Some
illustrative examples are given to demonstrate the effectiveness
and robustness of the proposed technique; the approximate
solutions are provided in the form of convergent series. This
shows that the solution technique is very efficient, and reliable;
as it does not require much computational work, even without
given up accuracy.
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QA Mathematics