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Generalization of the Laplace Transform of Powers of the sinc function

In this work, general expressions are found for the Laplace transform of \[L\left(\frac{\sin^m(at)}{t^n}\right) \quad \text{or} \quad L\left(\frac{\sin^n(t)\,\sin^m(at)}{t^p}\right).\] The results are expressed in terms of usual functions such as logarithms, arctangent, and rational functions.
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The Sinc Interpolation in the Impulse Response Function Analysis

[Proceedings] IGARSS '92 International Geoscience and Remote Sensing Symposium, 2005
sin(x) The - (sinc) interpolation is commonly used in resampling SAR data centered around a point target to obtain the interpolated impulse response function to be analyzed. Detected SAR data are output from correlation processor in either amplitude or intensity format.
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Sinc Numeric Methods for Fox-H, Aleph (ℵ), and Saxena-I Functions

Fractal and Fractional, 2022
Gerd Baumann, Baumann Gerd
exaly

Numerical solution of the one dimensional Schrödinger equation using a basis set of scaled and shifted sinc functions on a finite interval

Journal of Computational and Applied Mathematics, 2023
M Braun
exaly

Uniform Resampling Using the Sinc Function