IEEE Spectrum September, 2015 - 19

ST. MARY'S COLLEGE OF MARYLAND

70%
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off

BY O C T

LECTURE TITLES
1.

Everything in This Lecture Is False

2. Elementary Math Isn't Elementary

B

OR

D

IT

Taught by Professor David Kung

TIME O
ED
F
R
FE

LIM

Mind-Bending Math:
Riddles and Paradoxes

O

3. Probability Paradoxes
4. Strangeness in Statistics
5. Zeno's Paradoxes of Motion
6. Infinity Is Not a Number
7.

More Than One Infinity

8. Cantor's Infinity of Infinities
9. Impossible Sets
10. Gödel Proves the Unprovable
11. Voting Paradoxes
12. Why No Distribution Is Fully Fair
13. Games with Strange Loops
14. Losing to Win, Strategizing to Survive
15. Enigmas of Everyday Objects
16. Surprises of the Small and Speedy
17. Bending Space and Time
18. Filling the Gap between Dimensions
19. Crazy Kinds of Connectedness
20. Twisted Topological Universes
21. More with Less, Something for Nothing
22. When Measurement Is Impossible
23. Banach-Tarski's 1 = 1 + 1

Solve Ageless
Mathematical Riddles
Great math riddles and paradoxes have a long and illustrious history,
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globe. In addition to being fun, brain exercises are as fundamental to
staying sharp as physical exercise is to staying fit.
If you enjoy deciphering puzzles, then this course is perfect for you.
Award-winning Professor of Mathematics David Kung infuses each
lesson of his 24 lectures with fun and interesting stories and real-life
riddles, making this one of the most intriguing and entertaining math
courses available.
This mesmerizing course will have you contemplating everything from
the enthralling paradox of paradoxes to the potential pitfalls of buying
apples-using basic logic and math principles as the fundamental
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24. The Paradox of Paradoxes

Mind-Bending Math: Riddles and Paradoxes
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Table of Contents for the Digital Edition of IEEE Spectrum September, 2015

IEEE Spectrum September, 2015 - Cover1
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