Novel uncertainty principles concerning linear canonical wavelet transform by Mawardi Bahri, Samsul Ariffin Abdul Karim

“…We develop these principles for constructing some uncertainty principles concerning the linear canonical wavelet transform.…”
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Quantum gravity effects on charged microblack holes thermodynamics by Abbasvandi, N., Soleimani, M.J., Radiman, S., Wan Abdullah, W.A.T.

“…Most of the quantum gravity theories support the idea that near the Planck scale, the standard Heisenberg uncertainty principle should be reformulated by the socalled Generalized Uncertainty Principle (GUP) which provides a perturbation framework to perform required modifications of the black hole quantities. …”

An interaction model based on an interpretation of the first-quantized relativistic schrodinger equation by Khalid Md. Nor, Ithnin Abdul Jalil, Hassan Abu Kasim

“…Lorentz-like transformation equations are obtained that yield the uncertainty principle such that quantum uncertainty is ascribed to the disregard of a magnetic-like component of a gravity wave. …”

Charged Massive Particle’s Tunneling from Charged Nonrotating Microblack Hole by Soleimani, M.J., Abbasvandi, N., Radiman, S., Wan Abdullah, W.A.T.

“…To this end, we consider natural cutoffs as a minimal length, a minimal momentum, and a maximal momentum through a generalized uncertainty principle. We focus on the role played by these natural cutoffs on the luminosity of charged nonrotating microblack hole by taking into account the full implications of energy and charge conservation as well as the backscattered radiation.…”
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A variation on inequality for quaternion Fourier transform, modified convolution and correlation theorems for general quaternion linear canonical transform by Mawardi Bahri, Samsul Ariffin Abdul Karim

“…In this work, using a symmetric form of the two-sided quaternion Fourier transform (QFT), we first derive a variation on the Heisenberg-type uncertainty principle related to this transformation. We then consider the general two-sided quaternion linear canonical transform. …”
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Some essential relations for the quaternion quadratic-phase fourier transform. by Mawardi Bahri, Samsul Ariffin Abdul Karim

“…It is shown that this relation allows us to obtain several versions of uncertainty principles concerning the quaternion quadratic-phase Fourier transform.…”
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