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R. L. Tieszen

    Mathematical Intuition
    Mathematical Intuition
    • "Intuition" explores the misunderstood concept of intuition in philosophy and mathematics. The author argues for a coherent understanding of mathematical intuition as essential for knowledge, challenging the notion that it is a mystical or vague faculty. Drawing on ideas from Kant and Husserl, the book aims to clarify this philosophical concept.

      Mathematical Intuition
    • Mathematical Intuition

      Phenomenology and Mathematical Knowledge

      • 228pages
      • 8 heures de lecture

      The book explores the often misunderstood concept of intuition in philosophy and mathematics, challenging the notion that it is merely an unexplainable belief. It argues for a coherent understanding of mathematical intuition as essential for acquiring knowledge, distancing it from mystical interpretations. By engaging with the ideas of philosophers like Edmund Husserl and drawing on Kantian principles, the author aims to clarify this concept, asserting that intuition is not a mysterious faculty but a fundamental aspect of mathematical understanding.

      Mathematical Intuition