Equilibrium and non-equilibrium statistical mechanics with generalized fractal derivatives: A review

Fractal calculus generalizes ordinary calculus, offering a way to differentiate otherwise non-differentiable domains and phenomena. This paper discusses the equilibrium and non-equilibrium statistical mechanics involving fractal structure, as well as fractal temperature in the partition function.

Automated summary

Fractal calculus extends ordinary calculus to handle domains and phenomena that are otherwise non-differentiable. This paper explores equilibrium and non-equilibrium statistical mechanics related to fractal structures, as well as the use of fractal temperature in the partition function.