Philosophers and Mathematics
-15%
portes grátis
Philosophers and Mathematics
Festschrift for Roshdi Rashed
Tahiri, Hassan
Springer International Publishing AG
08/2018
320
Dura
Inglês
9783319937328
15 a 20 dias
711
Descrição não disponível.
Chapter 1. Analogy and Invention: Some Remarks on Poincare's Analysis Situs Papers (Claudio Bartocci).- Chapter 2. Scientific Philosophy and Philosophical Science (Hourya Benis Sinaceur).- Chapter 3. Avicenna and Number Theory (Pascal Crozet).- Chapter 4. Zigzag and Fregean Arithmetic (Fernando Ferreira).- Chapter 5. The Foundations of Geometry by Peano's School and Some Epistemological Considerations (Paolo Freguglia).- Chapter 6. ?????? ???????????? ?????? (Reinhard Kahle).- Chapter 7. Enthymemathical Proofs and Canonical Proofs in Euclid's Plane Geometry (Abel Lassalle-Cazanave).- Chapter 8. Some Reasons to Reopen the Question of the Foundation of Probability Theory Following Gian-Carlo Rota (Carlos Lobo).- Chapter 9. Mathematics and the Physical World in Aristotle (Pierre Pellegrin).- Chapter 10. The Axiom of Choice as Interaction. Brief Remarks on the Principle of Dependent 179 Choices in a Dialogical Setting (Shahid Rahman).- Chapter 11. Avicenna: Mathematics and Philosophy (Roshdi Rashed).- Chapter 12. For a Continued Revival of the Philosophy of Mathematics (Jean-Jaques Szczeciniarz).- Chapter 13. The Foundations of Arithmetic in Ibn Sina (Hassan Tahiri).
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
Abstract Algebra;Analogy in Poincare's Mathematical Practice;Aristotle's Philosophy of Nature;Avicenna's Analytical Philosophy;Avicenna's Theory of Knowledge;Axiom of Choice;The Comprehension Principle and Predicativity;Constructive Type Theory;Hilbert and Husserl on Critical Thinking;Dialogical Logic;The Foundations of Geometry: Gassmann Peano Hilbert;Frege's Logicism and Russell's Paradox;Hilbert's Axiomatic Method and Proof Theory;Husserl's Phenomenology;Kant's Transcendatenlism;Kolmogorov's Axiomatization of Probability;Gian-Carlo Rota's Algebraization of Probability;Russell's Zigzag Theory;Theory and Practice in Mathematics;Jules Vuillemin's Systematic Philosophy
Chapter 1. Analogy and Invention: Some Remarks on Poincare's Analysis Situs Papers (Claudio Bartocci).- Chapter 2. Scientific Philosophy and Philosophical Science (Hourya Benis Sinaceur).- Chapter 3. Avicenna and Number Theory (Pascal Crozet).- Chapter 4. Zigzag and Fregean Arithmetic (Fernando Ferreira).- Chapter 5. The Foundations of Geometry by Peano's School and Some Epistemological Considerations (Paolo Freguglia).- Chapter 6. ?????? ???????????? ?????? (Reinhard Kahle).- Chapter 7. Enthymemathical Proofs and Canonical Proofs in Euclid's Plane Geometry (Abel Lassalle-Cazanave).- Chapter 8. Some Reasons to Reopen the Question of the Foundation of Probability Theory Following Gian-Carlo Rota (Carlos Lobo).- Chapter 9. Mathematics and the Physical World in Aristotle (Pierre Pellegrin).- Chapter 10. The Axiom of Choice as Interaction. Brief Remarks on the Principle of Dependent 179 Choices in a Dialogical Setting (Shahid Rahman).- Chapter 11. Avicenna: Mathematics and Philosophy (Roshdi Rashed).- Chapter 12. For a Continued Revival of the Philosophy of Mathematics (Jean-Jaques Szczeciniarz).- Chapter 13. The Foundations of Arithmetic in Ibn Sina (Hassan Tahiri).
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
Abstract Algebra;Analogy in Poincare's Mathematical Practice;Aristotle's Philosophy of Nature;Avicenna's Analytical Philosophy;Avicenna's Theory of Knowledge;Axiom of Choice;The Comprehension Principle and Predicativity;Constructive Type Theory;Hilbert and Husserl on Critical Thinking;Dialogical Logic;The Foundations of Geometry: Gassmann Peano Hilbert;Frege's Logicism and Russell's Paradox;Hilbert's Axiomatic Method and Proof Theory;Husserl's Phenomenology;Kant's Transcendatenlism;Kolmogorov's Axiomatization of Probability;Gian-Carlo Rota's Algebraization of Probability;Russell's Zigzag Theory;Theory and Practice in Mathematics;Jules Vuillemin's Systematic Philosophy
