TTC Mathematics Philosophy and the Real World

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00- intro.avi

01- What's It All About.avi

02- You Bet Your Life—Statistics and Medicine.avi

03- You Bet Your Life—Cost-Benefit Analysis.avi

04- Popular Statistics—Averages and Base Rates.avi

05- Popular Statistics—Graphs.avi

06- Popular Statistics—Polling and Sampling.avi

07- The Birth of Social Statistics.avi

08- Probability, Multiplication, and Permutations.avi

09- Combinations and Probability Graphs.avi

10- Probability, Determinism, and Free Will.avi

11- Probability Problems for Fun and Profit.avi

12- Probability and Modern Science.avi

13- From Probability to Certainty.avi

14- Appearance and Reality—Plato's Divided Line.avi

15- Plato's Cave—The Nature of Learning.avi

16- Euclid's Elements—Background and Structure.avi

17- Euclid's Elements—A Model of Reasoning.avi

18- Logic and Logical Fallacies—Why They Matter.avi

19- Plato's Meno—How Learning Is Possible.avi

20- Plato's Meno—Reasoning and Knowledge.avi

21- More Euclidean Proofs, Direct and Indirect.avi

22- Descartes—Method and Mathematics.avi

23- Spinoza and Jefferson.avi

24- Consensus and Optimism in the 18th Century.avi

25- Euclid—Parallels, Without Postulate 5.avi

26- Euclid—Parallels, Needing Postulate 5.avi

27- Kant, Causality, and Metaphysics.avi

28- Kant's Theory of Space and Time.avi

29- Euclidean Space, Perspective, and Art.avi

30- Non-Euclidean Geometry—History and Examples.avi

31- Non-Euclidean Geometries and Relativity.avi

32- Non-Euclidean Geometry and Philosophy.avi

33- Art, Philosophy, and Non-Euclidean Geometry.avi

34- Culture and Mathematics in Classical China.avi

35- The Voice of the Critics.avi

36- Mathematics and the Modern World.avi

Professor's Notes.pdf

Total files 38