A great variety of complex physical, natural and artificial systems are governed by statistical
distributions, which often follow a standard exponential function in the bulk, while their tail …

Quantum Approximate Optimization Algorithm (QAOA) is one of the leading candidates for
demonstrating the quantum advantage using near-term quantum computers. Unfortunately …

Over the last two decades, it has been argued that the Lorentz transformation mechanism,
which imposes the generalization of Newton's classical mechanics into Einstein's special …

In this work, by considering superstatistics we investigate the short-range correlations
(SRCs) and the fluctuations in the distribution of lengths of strings of nucleotides. To this …

We present the quantum and classical mechanics formalisms for a particle with a position-
dependent mass in the context of a deformed algebraic structure (named κ-algebra) …

The axiomatic structure of the κ-statistcal theory is proven. In addition to the first three
standard Khinchin–Shannon axioms of continuity, maximality, and expansibility, two further …

The study of cooling materials is essential to analyse the thermal properties of substances,
electronic devices, among many others. The physical law for describing the temporal …

The intricacy and fractal properties of human DNA sequences are examined in this work.
The core of this study is to discern whether complete DNA sequences present distinct …

The earthquakes statistical analysis are essential for understanding the seismic activity of a
region and consequently, in seismic hazard studies. Nowadays, the statistics that describe …

The distribution of length of a human DNA molecule follows some statistical models. The
core of the approaches is associated with the distribution of the length of the chain of DNA …