Three infinities of Cusanus

Kondratiev Y (2021)
Interdisciplinary studies of complex systems (19): 5-17.

Zeitschriftenaufsatz | Veröffentlicht | Englisch

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Abstract / Bemerkung

We consider a mathematical realization of the concept of bounded infinity introduced by Nicholas of Cusa about 600 years ago.

Stichworte

types of infinities; combinatorics; Newton polynomials; correlation; functions

Erscheinungsjahr

2021

Zeitschriftentitel

Interdisciplinary studies of complex systems

Ausgabe

Seite(n)

5-17

ISSN

2307-4515

Page URI

https://pub.uni-bielefeld.de/record/2960410

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Kondratiev Y. Three infinities of Cusanus . Interdisciplinary studies of complex systems. 2021;(19):5-17.

Kondratiev, Y. (2021). Three infinities of Cusanus . Interdisciplinary studies of complex systems(19), 5-17. https://doi.org/10.31392/iscs.2021.19.005

Kondratiev, Yuri. 2021. “Three infinities of Cusanus ”. Interdisciplinary studies of complex systems, no. 19: 5-17.

Kondratiev, Y. (2021). Three infinities of Cusanus . Interdisciplinary studies of complex systems, 5-17.

Kondratiev, Y., 2021. Three infinities of Cusanus . Interdisciplinary studies of complex systems, (19), p 5-17.

Y. Kondratiev, “Three infinities of Cusanus ”, Interdisciplinary studies of complex systems, 2021, pp. 5-17.

Kondratiev, Y.: Three infinities of Cusanus . Interdisciplinary studies of complex systems. 5-17 (2021).

Kondratiev, Yuri. “Three infinities of Cusanus ”. Interdisciplinary studies of complex systems 19 (2021): 5-17.

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