Descrizione
1. Mathematical idealism, 536 – 2. Catharsis and mathematicalapologetics, 540 – 3. Mathematics as the source of paradigmaticexamples in The Pillar, 544 – 4. From set theoryto Sophia, 546 – 5. Formula of form: Florensky’s Pythagoreanismtinged with Goetheanism, 551 – 6. Concrete Mathematics:Fighting abstractions and rationalism within mathematics, 553 – 7. Conclusion, 560





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