Difference between revisions of "Gottfried Wilhelm Leibniz"
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=Famous Quote= | =Famous Quote= | ||
Without mathematics we cannot penetrate deeply into philosophy. | Without mathematics we cannot penetrate deeply into philosophy. | ||
Without philosophy we cannot penetrate deeply into mathematics. | Without philosophy we cannot penetrate deeply into mathematics. | ||
Without both we cannot penetrate deeply into anything. | Without both we cannot penetrate deeply into anything. | ||
- Excerpts of this translation come from [[Book/Meta Math!|Meta Math!]]<ref>{{:Book/Meta Math!}}, Page 1, Quotes by Leibniz/Galileo</ref> by [[Gregory Chaitin]] | - Excerpts of this translation come from [[Book/Meta Math!|Meta Math!]]<ref name="metamath">{{:Book/Meta Math!}}, Page 1, Quotes by Leibniz/Galileo</ref> by [[Gregory Chaitin]] | ||
This recursive reference shows a form of unity that is composed of mathematics and philosophy, which resembles the idea of [[Monadology]], coin-phrased by [[Leibniz]]. | |||
=A relation to Topology= | |||
According to [[Gregory Chaitin]], [[Leibniz]] gave the name to [[topology]]<ref extends="metamath">Chapter III— | |||
Digital Information: DNA/Software/Leibniz, Who is Leibniz?, Page 47</ref>. | |||
<noinclude> | |||
=References= | =References= | ||
<references/> | <references/> | ||
=Related Pages= | =Related Pages= | ||
[[Category:Meta Mathematics]] | [[Category:Meta Mathematics]] | ||
[[Category:Meta Physics]] | |||
[[Category:Philosophy]] | [[Category:Philosophy]] | ||
[[Category:Monad]] | [[Category:Monad]] | ||
[[Category:Topology]] | |||
[[Category:Computer]] | |||
</noinclude> | </noinclude> | ||
Latest revision as of 07:02, 29 March 2022
Gottfried Wilhelm Leibniz(Q9047) is a mathematician and philosopher, who has been credited in the invention of Calculus and Monadology.
Famous Quote
Without mathematics we cannot penetrate deeply into philosophy. Without philosophy we cannot penetrate deeply into mathematics. Without both we cannot penetrate deeply into anything. - Excerpts of this translation come from Meta Math![1] by Gregory Chaitin
This recursive reference shows a form of unity that is composed of mathematics and philosophy, which resembles the idea of Monadology, coin-phrased by Leibniz.
A relation to Topology
According to Gregory Chaitin, Leibniz gave the name to topologyCite error: Invalid <ref> tag; invalid names, e.g. too many.
References
- ↑ Chaitin, Gregory (November 14, 2006). Meta Math! The Quest for Omega (PDF). local page: Vintage. p. 240. ISBN 978-1400077977. , Page 1, Quotes by Leibniz/Galileo