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Intellectual Mathematics

Tag: Philosophy of Mathematics

Posted on September 16, 2022September 18, 2022

Reply to Pambuccian on Greek constructivism

Posted on May 20, 2022May 20, 2022

The “universal grammar” of space: what geometry is innate?

Posted on November 18, 2021

Rationalism 2.0: Kant’s philosophy of geometry

Posted on May 10, 2021

Maker’s knowledge: early modern philosophical interpretations of geometry

Posted on March 10, 2021

“Let it have been drawn”: the role of diagrams in geometry

Posted on January 20, 2021October 7, 2021

Why construct?

Posted on October 5, 2020

What makes a good axiom?

Posted on February 4, 2016July 17, 2016

Critique of Lange’s theory of explanation

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Analytic philosophy Archimedes Aristarchus Autobiographical poetry Book Reviews Calculus Climate (of debate) issues Copernicus Descartes Euclid Galileo Gender bias bias History of Astronomy History of Mathematics History of mathematics course History of Science How to prove anything with statistics Implications of history for teaching Intellectual Mathematics (synonyms of) Irrationality of Mathematics Education Research Leibniz Mathematica Pedagogical purposes Philosophy of Mathematics Philosophy of Science Physics Podcast Rational history S02 Sociology of Academia Substance versus Form Theories of my own devising Thoughts on art Viktor himself War on intuition (dispatches from insurgency of) WeBWorK “Lecture doesn’t work”

© Viktor Blåsjö

viktor@intellectualmathematics.com