Transforming linear time-varying optimal control problems with quadratic criteria into quadratic programming ones via wavelets

What is it about?

This paper aims at converting the integer or fractional order linear time-varying optimal control problem with quadratic criteria to the quadratic programming problem which can be solved by using any of the quadratic programming techniques.

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Why is it important?

The efficiency of the method presented by this paper in handling constrained fractional control problems is obvious: the way to solve this kind of optimal control problems is the same, and even compared to the solution of the unconstrained version we do not have to change a lot of inputs of the algorithm.

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