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The latter options include indirect inference and techniques of endogenous instrumentation that use convenient temporal transforms of persistent regressors.
Recently, CS theory was successfully applied to dynamic MRI in a new algorithm called k-t FOCUSS by employing random sampling pattern in k- t space and by using various sparsifying temporal transforms such as Fourier transform (FT) and Karhunen-Loéve transform (KLT) to utilize the temporal redundancies [ 16, 18].
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Next, imperceptibility evaluation of selected temporal, transform and coded domain steganography tools and methods is discussed.
We focused on a t + 2D decomposition scheme (first temporal decomposition followed by spatial decomposition) and a four-level 5/3 temporal transform employing three 9/7 spatial decomposition operations.
They proposed an architecture for transcoding to an SVC bitstream with two layers, where depending on the slice and MB type, a distinction is made between spatial and temporal transform-domain compensation.
(6) The Fourier temporal transform of the boundary condition (1) yields biggl[ frac{partial}{partial y}mp2beta Mfrac{partial }{partial x}pm ikbetamp frac{ibeta M^{2}}{partialpartial^{2}}{partial x^{2}} biggr] psibigl x,0^{pm}, omegabigr)=0,quad x>0.
A simple interpolation wavelet transform for irregular sampling which is an extension of the 2-D irregular grid transform to 3-D spatio-temporal transform grids is also proposed in [153].
The Wiener-Hopf technique followed by the spatial and temporal Fourier transforms and method of Steepest descent enables us to develop the far field solution analytically.
The solution to the underlying problem is presented while using spatial and temporal Fourier transforms, the Wiener-Hopf technique [26], and the method of steepest descent [13].
The transformed problem obtained by means of temporal Laplace transform is solved by the homotopy perturbation method.
This observation motivates transforming the measured TRXS in reciprocal-space and real-time into its reciprocal-space and reciprocal-time representation through a temporal Fourier transform.
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