We have compared two existing routines for the computation of the fast approximate fractional FouriertransformandoneroutineforthediscretefractionalFouriertransform.Westudiedindetail the dierent steps of the implementation and propose our own impleme
Abstract—In this paper, a new idea for speech information hiding using fractional cosine transform (FRCT) is proposed. We find in our analysis that the 3rd parameter of FRCT presents property of high frequency, then we put forward two methods for em
The discrete Fourier transform (DFT) matrix has a manifold of fractionalizations that depend on the choice of its eigenbases. One prominent basis is that of Mehta functions; here we examine a family of fractionalizations of the DFT stemming from q-e
This monograph is about fractional differentiation inequalities. These inequalities have applications in fractional differential equations in establishing the uniqueness of the solution of initial value problems, giving upper bounds to their solutio
In this paper, the fractional-order integral state space realization of a class of any proper fractional transfer function is presented. The operational matrix is generalized into the block form for fitting to carry out the quasi state analysis of th
