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Theory of machine learning based on nonrelativistic quantum mechanics
(World Scientific, 2021)
The goal of this paper is the presentation of the elementary procedures that normally are done in nonrelativistic Quantum Mechanics in terms of the principles of Machine Learning. In essence, this paper discusses Mitchell's ...
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Dalitz Plots in Classical Electrodynamics of Light-Matter Interactions
(Institute of Electrical and Electronics Engineers, 2021-09-30)
One of the most prominent techniques to search for new resonances and masses of elementary and composed particles is called the Dalitz’s plot [1][2]. The technique is used on the decays of up to three bodies. In this manner, ...
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Electrical Currents from Diffusion Equation and Electrodynamics at Targeted Drug Delivery Strategies
(Institute of Electrical and Electronics Engineers, 2021-10-22)
This paper presents a theoretical approach of a prospective scheme inside Nanomedicine known as Targeted Drug Delivery (TDD) based entirely on Classical Electrodynamics. Under the assumption that nanoparticles can be ...
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Scrutinize of X-rays Compton Scattering Through the Classical Hartemann-Kerman Model and Dalitz-like Plots Technique
(Institute of Electrical and Electronics Engineers, 2021-12)
In this paper the identification of harmonics of high order due to the interaction of a GeV electron and a super-intense laser pulse with linear polarization is done. For this it is used the technique known as the Dalitz’s ...
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Classical Nonlinear Compton Scattering with Strong Bessel Laser Beams
(Institute of Electrical and Electronics Engineers, 2021-12)
In this paper, the Hartemann-Kerman approach is numerically examined with the implementation of Bessel pulses that dramatically changes the morphology of yielded radiation. For this end it is used the covariant Bessel pulse ...
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The Quantum Mechanics Propagator as the Machine Learning Performance in Space-Time Displacements
(Institute of Electrical and Electronics Engineers, 2021-12)
The role of evolution operator is to provide the time displacement of wave function through the Hamiltonian of the system. The usage of coordinates representation gives the well-known propagator that is the Green’s function. ...
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