Symbolic dynamics is essential in the study of dynamical systems of various types and is
connected to many other fields such as stochastic processes, ergodic theory, representation …

In this paper, we investigate the generalized Padovan sequences and we deal with, in
detail, four special cases, namely, Padovan, Perrin, Padovan-Perrin and modified Padovan …

De modo geral, os autores de livros de História da Matemática dedicam um expediente de
discussão considerável aos números de Fibonacci. De fato, uma profusão de exemplos e …

A New Generalization of the Golden Ratio Page 1 A NEW GENERALIZATION OF THE
GOLDEN RATIO Vedran Krcadinac Department of Mathematics, University of Zagreb, PP 335 …

In this article we will construct plastic number in a heuristic way, explaining its relation to
human perception in three-dimensional space through architectural style of Dom Hans van …

In 1960 DH van der Laan, architect and member of the Benedictine order, introduced what
he calls the “Plastic Number” ψ, as an ideal ratio for a geometric scale of spatial objects. It is …

Os números de Padovan têm muitas propriedades interessantes e sendo exploradas
através de estudos investigativos, tomando-se como base a Sequência de Fibonacci. A …

Open problems in fluid dynamics, such as the existence of finite-time singularities (blowup),
explanation of intermittency in developed turbulence, etc, are related to multi-scale structure …

Modularity and proportions have been at stake in architecture since at least the “orders” in
classical antiquity, throughout centuries, and well into our time, as highlighted by architects …

Accepted: 03 Apr. 2024 Considering the content of history of mathematics textbooks, it's
evident that their emphasis is primarily on the illustrative aspects of recurring numerical …