Title Mathematics in Kant's critical philosophy : reflections on mathematical practice / Lisa A. Shabel.
Imprint New York : Routledge, 2003.


 Internet  Electronic Book    AVAILABLE
Description 1 online resource (xii, 178 pages) : illustrations
Series Studies in philosophy
Studies in philosophy (New York, N.Y.)
Bibliog. Includes bibliographical references (pages 169-174) and index.
Note Available only to authorized UTEP users.
Print version record.
Subject Kant, Immanuel, 1724-1804.
Kant, Immanuel, 1724-1804
Kant, Immanuel.
Mathematics -- Philosophy.
Contents pt. 1. Euclid: The Role of the Euclidean Diagram in the Elements. 1.0. Euclid: An Introduction. 1.1. Characterizing the Euclidean Diagram: Plane Geometry. 1.2. Reading the Euclidean Diagram: Warranting Implicit Assumptions. 1.3. Countering Common Objections to the Euclidean Method. 1.4. Characterizing and Reading the Euclidean Diagram: the Arithmetic Books. 1.5. The Role of the Euclidean Diagram in Indirect Proof: A Special Case of "Pre-Formal" Demonstration. 1.6. Euclid: Conclusion -- pt. 2. Wolff: The Elementa and Early Modern Mathematical Practice. 2.0. Wolff: An Introduction. 2.1. Euclid's Elements in the Early Modern Period. 2.2. Geometry and Arithmetic in Wolff's Elementa and Other Early Modern Textbooks. 2.3. Algebra and Analysis in Wolff's Elementa: The Tools that Relate Arithmetic and Geometry in the Early Modern Period. 2.4. Wolff: Conclusion -- pt. 3. Kant: Mathematics in the Critique of Pure Reason. 3.0. Kant: An Introduction. 3.1. Pure and Empirical Intuitions. 3.2. The "Schematism" 3.3. Algebraic Cognition. 3.4. Kant: Conclusion.
Other Title Print version: Shabel, Lisa, 1966- Mathematics in Kant's critical philosophy. New York : Routledge, 2003 0415939550