The Talbot effect, also referred to as self-imaging or lensless imaging, is of the phenomena
manifested by a periodic repetition of planar field distributions in certain types of wave fields …

" Fractional Dynamics: Applications of Fractional Calculus to Dynamics of Particles, Fields
and Media" presents applications of fractional calculus, integral and differential equations of …

This highly unusual book began as a serious inquiry into Schr dinger's question,? What is
life??, and as a celebration of life itself. It takes the reader on a voyage of discovery through …

In this study, the Schrödinger equation with position-dependent mass in fractal dimensions
is constructed from fractal anisotropy and product-like fractal measure introduced by Li and …

A Review on Application of the Local Fractal Calculus Page 1 Num. Com. Meth. Sci. Eng. 1,
No. 2, 57-66 (2019) 57 Numerical and Computational Methods in Sciences & Engineering An …

We investigate entanglement measures in the infinite-dimensional regime. First, we discuss
the peculiarities that may occur if the Hilbert space of a bi-partite system is infinite …

Interference is one of the most fundamental features which characterizes quantum systems.
Here we provide an exhaustive analysis of the interfere dynamics associated with wave …

A well-known phenomenon in both optics and quantum mechanics is the so-called Talbot
effect. This near field interference effect arises when infinitely periodic diffracting structures …

This paper delves into the world of fractal calculus, investigating its implications for fractal
sets. It introduces the Fractal Schrödinger equation and provides insights into its …

We theoretically verify that the symmetry breaking in spherical resonators can result in a
fractal frequency spectrum that is full of numerous new accidental degeneracies to cluster …