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Handbook of the History and Philosophy of Mathematical Practice
Author(s):
Colin Jakob Rittberg
Publication date:
2020
Publisher:
Springer
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Modal Logic
Patrick Blackburn
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Maarten Rijke
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Yde Venema
(2014)
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The Shaping of Deduction in Greek Mathematics
Reviel Netz
(2009)
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Defending the Axioms
Penelope Maddy
(2011)
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Book chapters
pp. 1
Mathematics and the Method of Abstraction
pp. 1
Rhetorical Approaches to the Study of Mathematical Practice
pp. 1
Historiography of Mathematics from the Mathematician’s Point of View
pp. 1
Grothendieck: A Short Guide to His Mathematical and Philosophical Work (1949–1991)
pp. 1
Mathematical Practices Can Be Metaphysically Laden
pp. 1
Leonhard Euler Between Mathematics and Natural Philosophy: An Introduction to Natural Science Anleitung zur Naturlehre
pp. 1
Reverse Mathematics
pp. 1
Bayesian Perspectives on Mathematical Practice
pp. 1
Counterpossibles in Mathematical Practice: The Case of Spoof Perfect Numbers
pp. 1
Implicitly Defining Mathematical Terms
pp. 1
Proofs, Arbitrary Exemplifications, and Inductive Generalizations in Euler’s Mathematical Practice
pp. 1
Polymath as an Epistemic Community
pp. 1
Algebraic Versus Geometric Thought and Expression in the Early Calculus
pp. 1
What Mathematicians Do: Mathematics as Process and Creative Rationality
pp. 1
The Nature of Mathematical Objects
pp. 1
Formal Proofs in Mathematical Practice
pp. 1
The Algorithmic-Device View of Informal Rigorous Mathematical Proof
pp. 1
Visual Representations of Euclidean Geometry: Diagrammatic Reasoning in Oliver Byrne’s Work
pp. 1
Bayesian Perspectives on Mathematical Practice
pp. 1
The Metaphysics of Platonism
pp. 1
The Social Epistemology of Mathematical Proof
pp. 1
Model Theory of Nonstandard Structures with Applications
pp. 1
The Ghost and the Spirit of Pythagoras
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