Open AccessTHE INTEGER MODELING OF MACROPROCESSES: ANCIENT AND MODERN APPROACHES
Author(s) -
D.V. Denisov,
Kh.D. Lamazhapov
Publication year - 2020
Publication title -
izvestiâ samarskogo naučnogo centra rossijskoj akademii nauk. socialʹnye, gumanitarnye, mediko-biologičeskie nauki
Language(s) - English
Resource type - Journals
ISSN - 2413-9645
DOI - 10.37313/2413-9645-2020-22-74-85-92
Subject(s) - pythagorean theorem , integer (computer science) , decimal , pythagorean triple , mythology , fractal , golden ratio , prime factor , mathematics , expression (computer science) , structuring , algebra over a field , computer science , arithmetic , pure mathematics , prime (order theory) , classics , combinatorics , history , programming language , finance , economics , mathematical analysis , geometry
This paper aims rehabilitation of the ancient ideas about the world, which have an integer expression in the eyes of the scientific community, and their return to the conceptual apparatus of modern science. Integer modeling, apart from mathematical programming, can be found in the systems of microelements of activity, as well as in ancient myths of creation and numerical models of being. Different ways of structuring 10-element integrity reflect the levels of its system arrangement in the Pythagorean tetractys, the Sephiroth tree of the Jewish Kabbalah, in the Old Indian Saankhya. The structure of the Pythagorean tetraktis is found in the fractal-cluster model, but the relative units of value, that make it up, have the traditional decimal or percentage expression.