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We develop Hamadène's transform to study the LQ NZSSDG problem.
Babu, et al. [18] used the Hilbert-Huang transform to study the transient response of a cracked rotor passing through its critical speed.
Zhang [145] employed the wavelet transform to study the time frequency characteristics of contact force in different frequency bands and diagnosed the contact wire irregularity.
Here I exploit the nonlinear Fourier structure of NLS, known as the inverse scattering transform, to study nonlinear periodic modulations in the spectral domain.
We now apply the time-varying coherence based on the Stockwell transform to study functional connectivity between the contralateral and ipsilateral motor cortices when subjects performed the Multisource Interference Task [25] using their right hands.
In this experiment, we used the multifrequential periodogram analysis and ANOVA of finite Fourier transform to study growth rates and food intake under different levels of stocking density (1.52 kg m−3 versus 0.76 kg m−3) and ration (1.25% versus 2.5%).
We prove the difference equation and recurrence relation for those polynomials by considering the action of the Lie algebra and the Cayley transform on the polynomials on D. Finally, we use the Laplace transform to study generalized Laguerre functions on symmetric cones.
Raw scores on neuropsychological measures were transformed to study-specific Z scores.
We apply the theory of martingale transforms to study the Beurling Ahlfors transform,S, in dimensionsn⩾2.
The predictions of the models are compared with full-field numerical simulations based on fast Fourier transforms to study the influence of different microstructural features (e.g. overall porosity, single-crystal anisotropy, etc).
In this paper we present a micromechanical approach based on fast Fourier transforms to study the role played by dislocation glide and grain boundary (GB) accommodation in the determination of the plastic behavior of nanostructured materials.
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