Quadratic Spreading of Monkeypox Infections Dictated by the Diffusion Equation: The Case of Central Europe

Abstract

In contrast to Covid-pandemic, the ongoing Monkeypox might not exhibit peaked distributions nor Gaussian-like waves. On the contrary it is demonstrated that along the first weeks of Monkeypox pandemic, the number of infections has been identified to follow the theory of diffusion equation yielding fully nonlinear distributions such as quadratic behavior in time as well as cubic at distance. As seen at the October-November data this pandemic might be entering to a phase dictated by a linearity. This can be interpreted as the impossibility of coexistence of two global pandemic simultaneously.