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Philosophy

Kant's Prolegomena: A Guided Reading

A guided reading of Kant's Prolegomena (1783): how synthetic a priori knowledge is possible in mathematics, natural science, and metaphysics. Sequel to Descartes→Hume; models OpenU seminar 10393.

0 / 16 lessons complete

Unit 1 · Kant and the Preface: The Scandal of Metaphysics

  1. Kant, and why the Prolegomena Kant's masterpiece was so dense almost no one understood it. The Prolegomena is his shorter door into the same revolution. 8 min
  2. The scandal of metaphysics Mathematics marches forward; physics conquers nature. Metaphysics just keeps having the same fights. Why? 8 min
  3. Hume and the dogmatic slumber "I freely admit it was David Hume who woke me." The one problem that made Kant question everything. 9 min
  4. The plan: the analytic method The Prolegomena reads the Critique backwards — starting from knowledge we already trust, and asking how it can possibly work. 8 min
📝 Unit 1 Quiz — Kant and the Preface: The Scandal of Metaphysics Quiz · not attempted yet

Unit 2 · How Is Pure Mathematics Possible? (§§1–13)

  1. Analytic and synthetic judgments Before any answer, one distinction. Some judgments merely spell out what a word already means; others actually add to our knowledge. 9 min
  2. The one question: synthetic a priori Not whether we have knowledge that is new and yet certain in advance — we plainly do — but how on earth that is possible. 8 min
  3. Pure intuition: space and time Mathematics isn't just logic — you have to construct it, in a space and time you carry with you before you ever open your eyes. 9 min
  4. From 7+5=12 to transcendental idealism Follow the mathematics to its root and you reach a startling conclusion — we know things only as they appear, never as they are in themselves. 9 min
📝 Unit 2 Quiz — How Is Pure Mathematics Possible? (§§1–13) Quiz · not attempted yet

Unit 3 · How Is Pure Natural Science Possible? (§§14–39)

  1. What is pure natural science? Some truths about nature we seem to know before we ever run the experiment — that every change has a cause, that matter is conserved. How? 8 min
  2. The sun warms the stone There is a world of difference between 'the stone gets warm when the sun shines, for me so far' and 'the sun warms the stone.' 9 min
  3. The categories of the understanding Just as space and time are the mind's forms for sensing, the categories are its forms for thinking objects. 8 min
  4. The understanding prescribes laws to nature Kant's most audacious sentence: the mind does not read its laws off nature — it writes them into it. And that is how Hume is answered. 9 min
📝 Unit 3 Quiz — How Is Pure Natural Science Possible? (§§14–39) Quiz · not attempted yet

Unit 4 · How Is Metaphysics Possible? (§§40–60)

  1. The ideas of pure reason The understanding is happy inside experience. Reason is not — it reaches for the whole: the soul, the universe, God. 8 min
  2. The antinomies of pure reason Ask reason whether the universe is finite or infinite and it proves both. That scandal, Kant says, is the key that unlocks everything. 9 min
  3. The soul, God, and the limits of proof Can pure reason prove the soul is immortal, or that God exists? Kant’s careful, deflating answer: no — and here is exactly why. 8 min
  4. The boundary of reason — metaphysics made possible So is metaphysics dead? No. Reason has a boundary, not just a limit — and knowing exactly where it lies is itself the science Kant promised. 9 min
📝 Unit 4 Quiz — How Is Metaphysics Possible? (§§40–60) Quiz · not attempted yet

🎓 Final exam

🎓 Final Exam — Kant's Prolegomena Exam · not attempted yet