Chapters
Transcript
Episode notes
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18
Introduction
00:00 • 2min
The Life and Times of Paul Erdos
01:35 • 3min
The Prodigious Intelligence of Eddish
04:34 • 3min
Chebicev's Theorem
07:11 • 4min
The Importance of Collaboration in Mathematics
10:57 • 5min
The Unconvention of Einstein
15:37 • 2min
The Importance of Graph Theory
17:49 • 3min
How to Guarantee That Six People Are Enough
21:10 • 3min
The Happy Ending Problem in Ramsey Theory
23:51 • 2min
The Probabilistic Method
25:27 • 6min
The Importance of Conjecture in Mathematics
31:06 • 2min
The Threshold Phenomenon
32:47 • 5min
The Differences Between Problem Solver and Theory Developer
37:40 • 2min
The Erdos Number
39:59 • 2min
The Importance of Erdos in Mathematics
41:33 • 2min
Erdos and Selberg's Elementary Proof of the Prime Number Theorem
43:42 • 4min
The Importance of Erdos in Hungarian Mathematics
47:41 • 3min
The Kindness of Strangers
50:45 • 3min