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585B |
00. Professor Bio.mkv |
5.59MB |
01. Theorems as Masterpieces.mkv |
93.46MB |
01 - Number Theory and Mathematical Research.mkv |
109.22MB |
01-What Are Proofs, and How Do I Do Them.mkv |
129.21MB |
02. Mathematics before Euclid.mkv |
79.67MB |
02 - Natural Numbers and Their Personalities.mkv |
117.15MB |
02-The Root of Proof—A Brief Look at Geometry.mkv |
104.03MB |
03. The Greatest Mathematics Book of All.mkv |
79.96MB |
03-The Building Blocks—Introduction to Logic.mkv |
95.32MB |
03 - Triangular Numbers and Their Progressions.mkv |
105.68MB |
04. Euclid's Elements—Triangles and Polygons.mkv |
85.65MB |
04 - Geometric Progressions, Exponential Growth.mkv |
118.86MB |
04-More Blocks—Negations and Implications.mkv |
94.13MB |
05. Number Theory in Euclid.mkv |
85.88MB |
05-Existence and Uniqueness—Quantifiers.mkv |
107.83MB |
05 - Recurrence Sequences.mkv |
106.44MB |
06. The Life and Works of Archimedes.mkv |
98.96MB |
06 - The Binet Formula and the Towers of Hanoi.mkv |
118.16MB |
06-The Simplest Road—Direct Proofs.mkv |
111.04MB |
07. Archimedes' Determination of Circular Area.mkv |
72.77MB |
07-Let’s Go Backward—Proofs by Contradiction.mkv |
112.88MB |
07 - The Classical Theory of Prime Numbers.mkv |
119.41MB |
08. Heron's Formula for Triangular Area.mkv |
83.59MB |
08 - Euler's Product Formula and Divisibility.mkv |
118.70MB |
08-Let’s Go Both Ways—If-and-Only-If Proofs.mkv |
106.66MB |
09. Al-Khwarizmi and Islamic Mathematics.mkv |
77.78MB |
09-The Language of Mathematics—Set Theory .mkv |
107.70MB |
09 - The Prime Number Theorem and Riemann.mkv |
120.66MB |
10. A Horatio Algebra Story.mkv |
99.50MB |
10-Bigger and Bigger Sets—Infinite Sets.mkv |
109.42MB |
10 - Division Algorithm and Modular Arithmetic.mkv |
118.17MB |
11. To the Cubic and Beyond.mkv |
70.73MB |
11 - Cryptography and Fermat's Little Theorem.mkv |
132.22MB |
11-Mathematical Induction.mkv |
107.18MB |
12. The Heroic Century.mkv |
93.98MB |
12-Deeper and Deeper—More Induction.mkv |
115.63MB |
13. The Legacy of Newton.mkv |
105.92MB |
13-Strong Induction and the Fibonacci Numbers.mkv |
101.48MB |
14. Newton's Infinite Series.mkv |
78.08MB |
14 - Fermat's Last Theorem.mkv |
117.30MB |
14-I Exist Therefore I Am—Existence Proofs.mkv |
101.57MB |
15. Newton's Proof of Heron's Formula.mkv |
61.50MB |
15 - Factorization and Algebraic Number Theory.mkv |
122.01MB |
15-I Am One of a Kind—Uniqueness Proofs.mkv |
103.16MB |
16. The Legacy of Leibniz.mkv |
103.85MB |
16-Let Me Count the Ways—Enumeration Proofs.mkv |
107.48MB |
16 - Pythagorean Triples.mkv |
97.68MB |
17. The Bernoullis and the Calculus Wars.mkv |
107.99MB |
17 - An Introduction to Algebraic Geometry.mkv |
109.94MB |
17-Not True! Counterexamples and Paradoxes.mkv |
111.16MB |
18. Euler, the Master.mkv |
104.04MB |
18 - The Complex Structure of Elliptic Curves.mkv |
137.06MB |
18-When 1 = 2—False Proofs.mkv |
102.15MB |
19. Euler's Extraordinary Sum.mkv |
70.44MB |
19-A Picture Says It All—Visual Proofs.mkv |
88.37MB |
19 - The Abundance of Irrational Numbers.mkv |
139.97MB |
20. Euler and the Partitioning of Numbers.mkv |
74.32MB |
20-The Queen of Mathematics—Number Theory.mkv |
96.04MB |
20 - Transcending the Algebraic Numbers.mkv |
123.10MB |
21. Gauss—the Prince of Mathematicians.mkv |
92.99MB |
21 - Diophantine Approximation.mkv |
121.24MB |
21-Primal Studies—More Number Theory.mkv |
98.65MB |
22. The 19th Century—Rigor and Liberation.mkv |
103.50MB |
22-Fun with Triangular and Square Numbers.mkv |
95.53MB |
22 - Writing Real Numbers as Continued Fractions.mkv |
121.34MB |
23. Cantor and the Infinite.mkv |
105.77MB |
23 - Applications Involving Continued Fractions.mkv |
119.58MB |
23-Perfect Numbers and Mersenne Primes.mkv |
103.16MB |
24. Beyond the Infinite.mkv |
99.76MB |
24 - A Journey's End and the Journey Ahead.mkv |
128.27MB |
24-Let’s Wrap It Up—The Number e.mkv |
93.66MB |
Great Thinkers, Great Theorems.pdf |
758.50KB |
Prove It - The Art of Mathematical Argument.pdf |
2.06MB |
TTCmathTheory.nfo |
2.95KB |
Velleman-How to Prove it.pdf |
2.60MB |