Jump to content

Mathematicism

From Wikipedia, the free encyclopedia

This is an old revision of this page, as edited by Dchmelik (talk | contribs) at 00:37, 12 August 2022 (restore British grammar). The present address (URL) is a permanent link to this revision, which may differ significantly from the current revision.

Mathematicism is defined as 'the effort to employ the formal structure and rigorous method of mathematics as a model for the conduct of philosophy'.[1] or else, in philosophy, it is the epistemological view that reality is fundamentally mathematical, i.e. that everything is mathematics.[2]

Overview

Mathematicism is loosely defined as any opinion, viewpoint, school of thought, or philosophy that states that everything can be described or defined or modelled ultimately by mathematics: that reality and the universe are fundamentally, in both idea & substance, mathematical. That is to say that 'everything is mathematics'[citation needed].

Mathematicism is a form of intuitionist-rationalist idealist monism.[citation needed] Mathematicism started in the West with ancient Greece's Pythagoreanism,[citation needed] which led into in other schools of thought such as Platonism[citation needed] and was revived in various German Idealism.[3] Mathematicism has additional meanings among Cartesian idealist philosophers and mathematicians, such as describing the ability and process to study reality mathematically.[4][5]

Mathematicism includes, but is not limited to, the following in chronological order.

See also


References

  1. ^ "Mathematicism". Britannica Online. Encylopaedia Britannica. Retrieved 11 August 2022.
  2. ^ "Mathematicism". Oxford English Dictionary. Oxford University. Retrieved 11 August 2022.
  3. ^ Gabriel, Markus. 'Limits of Set-Theoretical Ontology and Contemporary Nihilism'. Fields of Sense: A New Realist Ontology. Edinburgh: Edinburgh University Press, 2015.
  4. ^ Sasaki, Chikara, Descartes’s Mathematical Thought, Springer Publishing, 2013, p. 283.
  5. ^ a b Gilson, Étienne. The Unity of Philosophical Experience'.' San Francisco, California: Ignatius Press, 1999, p. 133.
  6. ^ Hockney, Mike. The God Series. Hyperreality Books, 2012-2015, 32 vols. Vols. 1-8, 24.
  7. ^ Maudlin, Tim. New Foundations for Physical Geometry: The Theory of Linear Structures. Oxford: Oxford University Press, 2014. ISBN 978-0-19-870130-9.
  8. ^ McDonnell, Jane. The Pythagorean World: Why Mathematics Is Unreasonably Effective In Physics. Palgrave Macmillan Cham. 2017.
  9. ^ Baron, Sam. 'The British Journal for the Philosophy of Science'. 23 June, 2021.