Kant and Mathematics Today: Between Epistemology and Exact Sciences
This study examines the first Critique as a whole, without becoming stuck in a quagmire of microscopic topics, and limits the study strictly relative to mathematics. The greatest emphasis is on the relevance and compatibility between Kant's epistemology and mathematics proper in the mainstream.
21 pages matching Kritik in this book
Results 1-3 of 21
What people are saying - Write a review
We haven't found any reviews in the usual places.
Retrospect and Prospect
An Epistemological Frame of Reference
A Parallel Between Epistemology
10 other sections not shown
absolutely actually algebraic algebraic geometry alii analysis analytic appear arithmetic axiomatic method axioms Bourbaki century certainly Chap Chap.I concepts concrete context course critical Cusanus decades doubt earlier Einstein English epistemology equations especially Euclid Euclidean Euclidean geometry example explicit exposition fact Fang Fermat's Last Theorem Gauss German Godel Gottingen hence Hilbert history of mathematics human faculty ibid Immanuel Kant infinite instance intuition Kant Kant-scholars Kant-Study Kant's epistemology Kant's first Critique Kantian knowledge Konigsberg Kritik later least Leibniz logic logicians Martin Math mathematicians mathematics and physics mathematics proper Mathematics Today Mathematik metaphysical Metaphysik Nachlass nature never Newton non-Euclidean geometries original paper paradoxes parallax particular Paton perhaps philosophy of mathematics possible postulates present problem professional proof propositions published reason relative scientific sense Set Theory Sociology somehow sort space specific synthetic a priori T.S. Kuhn theorem transcendental translation uberhaupt understanding vols Weyl