Formulas of the fine-structure constant α1, Feigenbaum constant δ and 2π are also given, briefly to be α1δ2(2π)≈1, and their relationships with nuclides are illustrated.

The Feigenbaum polynomial is the most famous example of polynomial to be in ̄nitely renormalizable. By construction, the Feigenbaum polynomial, PFeig, is renormalizable with …

eigenbaum’s Constants The discovery of Feigenbaum’s constants, where Mitchell Feigenbaum demonstrated that unique, universal constants are linked to successive measurements of …

The Feigenbaum theory is based on a construction of he open unit disk. The construction of the hyperbolic fixed point proves local universality of the period-d ubling phenomenon. At the …

M.J. Feigenbaum, (December 19, 1944 – June 30, 2019) was an American mathematical physicist whose pioneering studies in chaos theory led to the discovery of the Feigenbaum …

Lecture 11: Feigenbaum’s analysis of period doubling, superstability of fixed points and period-p points, renor-malisation, universal limiting function, discrete-time dy-namics analysis methods, …