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TTC Math - Theory Collection
磁力链接/BT种子名称
TTC Math - Theory Collection
磁力链接/BT种子简介
种子哈希:
0a55b7b12bfc0fda9024880b6fe2f26aa7f1b2f6
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2021-03-10
最近下载:
2025-02-17
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文件列表
480p - An Introduction to Number Theory (2008) x265/19 - The Abundance of Irrational Numbers.mkv
146.8 MB
480p - An Introduction to Number Theory (2008) x265/18 - The Complex Structure of Elliptic Curves.mkv
143.7 MB
480p - An Introduction to Number Theory (2008) x265/11 - Cryptography and Fermat's Little Theorem.mkv
138.6 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/01-What Are Proofs, and How Do I Do Them.mkv
135.5 MB
480p - An Introduction to Number Theory (2008) x265/24 - A Journey's End and the Journey Ahead.mkv
134.5 MB
480p - An Introduction to Number Theory (2008) x265/20 - Transcending the Algebraic Numbers.mkv
129.1 MB
480p - An Introduction to Number Theory (2008) x265/15 - Factorization and Algebraic Number Theory.mkv
127.9 MB
480p - An Introduction to Number Theory (2008) x265/22 - Writing Real Numbers as Continued Fractions.mkv
127.2 MB
480p - An Introduction to Number Theory (2008) x265/21 - Diophantine Approximation.mkv
127.1 MB
480p - An Introduction to Number Theory (2008) x265/09 - The Prime Number Theorem and Riemann.mkv
126.5 MB
480p - An Introduction to Number Theory (2008) x265/23 - Applications Involving Continued Fractions.mkv
125.4 MB
480p - An Introduction to Number Theory (2008) x265/07 - The Classical Theory of Prime Numbers.mkv
125.2 MB
480p - An Introduction to Number Theory (2008) x265/04 - Geometric Progressions, Exponential Growth.mkv
124.6 MB
480p - An Introduction to Number Theory (2008) x265/08 - Euler's Product Formula and Divisibility.mkv
124.5 MB
480p - An Introduction to Number Theory (2008) x265/10 - Division Algorithm and Modular Arithmetic.mkv
123.9 MB
480p - An Introduction to Number Theory (2008) x265/06 - The Binet Formula and the Towers of Hanoi.mkv
123.9 MB
480p - An Introduction to Number Theory (2008) x265/14 - Fermat's Last Theorem.mkv
123.0 MB
480p - An Introduction to Number Theory (2008) x265/02 - Natural Numbers and Their Personalities.mkv
122.8 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/12-Deeper and Deeper—More Induction.mkv
121.2 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/07-Let’s Go Backward—Proofs by Contradiction.mkv
118.4 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/17-Not True! Counterexamples and Paradoxes.mkv
116.6 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/06-The Simplest Road—Direct Proofs.mkv
116.4 MB
480p - An Introduction to Number Theory (2008) x265/17 - An Introduction to Algebraic Geometry.mkv
115.3 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/10-Bigger and Bigger Sets—Infinite Sets.mkv
114.7 MB
480p - An Introduction to Number Theory (2008) x265/01 - Number Theory and Mathematical Research.mkv
114.5 MB
480p - Great Thinkers, Great Theorems (2010) x265/17. The Bernoullis and the Calculus Wars.mkv
113.2 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/05-Existence and Uniqueness—Quantifiers.mkv
113.1 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/09-The Language of Mathematics—Set Theory .mkv
112.9 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/16-Let Me Count the Ways—Enumeration Proofs.mkv
112.7 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/11-Mathematical Induction.mkv
112.4 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/08-Let’s Go Both Ways—If-and-Only-If Proofs.mkv
111.8 MB
480p - An Introduction to Number Theory (2008) x265/05 - Recurrence Sequences.mkv
111.6 MB
480p - Great Thinkers, Great Theorems (2010) x265/13. The Legacy of Newton.mkv
111.1 MB
480p - Great Thinkers, Great Theorems (2010) x265/23. Cantor and the Infinite.mkv
110.9 MB
480p - An Introduction to Number Theory (2008) x265/03 - Triangular Numbers and Their Progressions.mkv
110.8 MB
480p - Great Thinkers, Great Theorems (2010) x265/18. Euler, the Master.mkv
109.1 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/02-The Root of Proof—A Brief Look at Geometry.mkv
109.1 MB
480p - Great Thinkers, Great Theorems (2010) x265/16. The Legacy of Leibniz.mkv
108.9 MB
480p - Great Thinkers, Great Theorems (2010) x265/22. The 19th Century—Rigor and Liberation.mkv
108.5 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/23-Perfect Numbers and Mersenne Primes.mkv
108.2 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/15-I Am One of a Kind—Uniqueness Proofs.mkv
108.2 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/18-When 1 = 2—False Proofs.mkv
107.1 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/14-I Exist Therefore I Am—Existence Proofs.mkv
106.5 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/13-Strong Induction and the Fibonacci Numbers.mkv
106.4 MB
480p - Great Thinkers, Great Theorems (2010) x265/24. Beyond the Infinite.mkv
104.6 MB
480p - Great Thinkers, Great Theorems (2010) x265/10. A Horatio Algebra Story.mkv
104.3 MB
480p - Great Thinkers, Great Theorems (2010) x265/06. The Life and Works of Archimedes.mkv
103.8 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/21-Primal Studies—More Number Theory.mkv
103.4 MB
480p - An Introduction to Number Theory (2008) x265/16 - Pythagorean Triples.mkv
102.4 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/20-The Queen of Mathematics—Number Theory.mkv
100.7 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/22-Fun with Triangular and Square Numbers.mkv
100.2 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/03-The Building Blocks—Introduction to Logic.mkv
100.0 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/04-More Blocks—Negations and Implications.mkv
98.7 MB
480p - Great Thinkers, Great Theorems (2010) x265/12. The Heroic Century.mkv
98.5 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/24-Let’s Wrap It Up—The Number e.mkv
98.2 MB
480p - Great Thinkers, Great Theorems (2010) x265/01. Theorems as Masterpieces.mkv
98.0 MB
480p - Great Thinkers, Great Theorems (2010) x265/21. Gauss—the Prince of Mathematicians.mkv
97.5 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/19-A Picture Says It All—Visual Proofs.mkv
92.7 MB
480p - Great Thinkers, Great Theorems (2010) x265/05. Number Theory in Euclid.mkv
90.1 MB
480p - Great Thinkers, Great Theorems (2010) x265/04. Euclid's Elements—Triangles and Polygons.mkv
89.8 MB
480p - Great Thinkers, Great Theorems (2010) x265/08. Heron's Formula for Triangular Area.mkv
87.6 MB
480p - Great Thinkers, Great Theorems (2010) x265/03. The Greatest Mathematics Book of All.mkv
83.8 MB
480p - Great Thinkers, Great Theorems (2010) x265/02. Mathematics before Euclid.mkv
83.5 MB
480p - Great Thinkers, Great Theorems (2010) x265/14. Newton's Infinite Series.mkv
81.9 MB
480p - Great Thinkers, Great Theorems (2010) x265/09. Al-Khwarizmi and Islamic Mathematics.mkv
81.6 MB
480p - Great Thinkers, Great Theorems (2010) x265/20. Euler and the Partitioning of Numbers.mkv
77.9 MB
480p - Great Thinkers, Great Theorems (2010) x265/07. Archimedes' Determination of Circular Area.mkv
76.3 MB
480p - Great Thinkers, Great Theorems (2010) x265/11. To the Cubic and Beyond.mkv
74.2 MB
480p - Great Thinkers, Great Theorems (2010) x265/19. Euler's Extraordinary Sum.mkv
73.9 MB
480p - Great Thinkers, Great Theorems (2010) x265/15. Newton's Proof of Heron's Formula.mkv
64.5 MB
480p - Great Thinkers, Great Theorems (2010) x265/00. Professor Bio.mkv
5.9 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/Velleman-How to Prove it.pdf
2.7 MB
480p - Prove It - The Art of Mathematical Argument (2012) x265/Prove It - The Art of Mathematical Argument.pdf
2.2 MB
480p - Great Thinkers, Great Theorems (2010) x265/Great Thinkers, Great Theorems.pdf
776.7 kB
TTCmathTheory.nfo
3.0 kB
[TGx]Downloaded from torrentgalaxy.to .txt
585 Bytes
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本站不存储任何资源内容,只收集BT种子元数据(例如文件名和文件大小)和磁力链接(BT种子标识符),并提供查询服务,是一个完全合法的搜索引擎系统。 网站不提供种子下载服务,用户可以通过第三方链接或磁力链接获取到相关的种子资源。本站也不对BT种子真实性及合法性负责,请用户注意甄别!
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