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Review: Philosophy of Mathematics: A Contemporary Introduction to the World of Proofs and Pictures (Routledge Contemporary Introductions to Philosophy)User Review - Usman W. Chohan - Goodreads
FULLY AGREE WITH THE FOLLOWING QUOTE: A philosopher who has nothing to do with geometry is only half a philosopher, and a mathematician with no element of philosophy in him is only half a ... Read full review
Review: Philosophy of Mathematics: A Contemporary Introduction to the World of Proofs and Pictures (Routledge Contemporary Introductions to Philosophy)User Review - Jonathan Urquhart - Goodreads
I didn't understand a word. Amazing. Read full review
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abstract entities actually answer argument arithmetic assert axioms Bolzano Brouwer causal Chapter claim concept consequences consider consistency constructive constructivist counter-example course defined definition diagram distinct Dowker notation Dummett ematics evidence example existence fact fallibilism fallible false Fields Medal Figure finite number formula fractal Frege geometry Godel Goldbach's conjecture graph theory grasp Hilbert ibid inductive inference infinitely intuition isomorphic Kantian knot theory Lakatos logic math math wars mathematical entities mathematical objects mathematical truths mathematicians means Mersenne primes natural numbers notation notion number theory paradoxes particular perfect number perhaps philosophers philosophy of mathematics physical picture-proofs Platonism Platonistic polyhedron polynomial prime number priori problem proof properties proposition prove rational real numbers realism reason Reidemeister moves relation representation result Riemann hypothesis rigorous role rule sceptical sense sequence set theory simply statement structure surveyable symbols theorem things tion true unlabelled graph verbal/symbolic Wittgenstein
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Gila Hanna - 2000 - Educational Studies in Mathematics
Paolo Mancosu - 2001 - Topoi
Anne K Morris - 2002 - Cognition and Instruction
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Paolo Palmieri - 2003 - Studies in History and Philosophy of Science
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