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The information-theoretic measures of time-dependent Schrödinger equation are investigated via the Shannon information entropy, variance and local Fisher quantities. In our calculations, we consider the two first states $$n = 0,1$$ n = 0 , 1 and obtain the position $$S_{x} (t)$$ S x ( t ) and momentum $$S_{p} (t)$$ S p ( t ) Shannon entropies as well as...
In this study, the information-theoretic measures of (1+1)-dimensional Dirac equation in both position and momentum spaces are investigated for the trigonometric Rosen–Morse and the Morse potentials. The solutions of the corresponding Dirac equation are obtained in an exact analytical manner in the first step. Next, using the Fourier transformation, the position and momentum Shannon information entropies...
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