SOLUTION OF DIRAC DYNAMIC SYSTEM BY LAPLACE TRANSFORM ON TIME SCALES IN QUANTUM PHYSICS
Abstract
In this study, we solve a Dirac dynamic system on time scale
with constant graininess by using Laplace transform which converts differential
equations into algebraic equations and convolution into multiplication. It has
many applications in science and engineering. Furthermore, we give some
numerical examples for special time scales related to the Laplace transform
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