Propagacion del SARS-COV-2 en Cuba. Una vision cualitativa desde la Teoria de Sistemas Complejos

TL;DR

This paper analyzes the COVID-19 spread in Cuba through the lens of complex systems theory, revealing fractal and non-extensive statistical properties in its propagation dynamics.

Contribution

It introduces a qualitative analysis of SARS-CoV-2 propagation in Cuba using complex systems theory, highlighting fractal behavior and non-extensive relaxation patterns.

Findings

Propagation exhibits fractal dimension between 1 and 2.

Current recovery phase shows non-extensive relaxation.

Behavior consistent with complex systems dynamics.

Abstract

We describe some properties of the evolution of the COVID-19 pandemic that reveal its behavior as a complex system. The propagation mechanism shows a Poincare section with fractal dimension 1 <D <2. The present period of apparent recovery shows a relaxation with non-extensive statistical properties.