Mathematical knowledge: Intuition, visualization, and understanding/Guest Edited by Leon Horsten and Irina Starikova

• 1-2

  Mathematical Knowledge: Intuition, Visualization, and Understanding

  Leon Horsten and Irina Starikova

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• 3-13

  The Innateness Hypothesis and Mathematical Concepts

  Helen De Cruz and Johan De Smedt

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• 15-27

  Mathematical Intuition and the Cognitive Roots of Mathematical Concepts

  Giuseppe Longo and Arnaud Viarouge

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• 29-39

  Intuition and Visualization in Mathematical Problem Solving

  Valeria Giardino

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• 41-51

  Why do Mathematicians Need Different Ways of Presenting Mathematical Objects? The Case of Cayley Graphs

  Irina Starikova

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• 53-60

  How Mathematical Concepts Get Their Bodies

  Andrei Rodin

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• 61-75

  How Discrete Patterns Emerge from Algorithmic Fine-Tuning: A Visual Plea for Kroneckerian Finitism

  Ivahn Smadja

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• 77-86

  How to Define a Number? A General Epistemological Account of Simon Stevin’s Art of Defining

  Jurgen Naets

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