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0:21:56
The Catenary (hanging chain), how it was first solved.
0:32:32
Elliptic Curves: Good books to get started
2:05:48
Infinite Sets and Foundations (Joel David Hamkins) | Ep. 17
0:30:05
Math Dispute Breakdown: In Defense of Analysis
0:10:08
Hyperbolic Trig Functions THE HARD WAY
1:04:37
Math Debate: Real numbers and the infinite in analysis (NJ Wildberger) | Ep. 16
2:15:51
Perfect Numbers and Elementary Methods in Modern Research (Josh Zelinsky) | Ep. 15
0:16:24
The 3 Best Books on Complex Analysis
0:33:25
How people came up with the natural logarithm and the exponential function #SoME1
0:15:29
The Best Math Textbook for Everyone
0:26:17
5 Methods to Introduce the Exponential Function and Logarithm WITH PROOFS
0:15:20
YOU CAN'T USE EULER'S IDENTITY TO PROVE THE ANGLE SUM IDENTITIES! | Tricky Parts of Calculus, Ep. 4
0:16:52
Area of a Circle, the BEST COMPLETE PROOF by Archimedes | Tricky Parts of Calculus, Part 3
0:14:06
Sin(x), x, tan(x) inequalities and Archimedes' axiom of convexity | Tricky Parts of Calculus, Ep. 2
0:12:40
Derivative of sin(x), CAREFUL PROOF | Tricky Parts of Calculus, Ep. 1
0:24:26
How mathematicians and physicists view PDE differently | Podcast highlights
0:56:08
Math Major Guide | Warning: Nonstandard advice.
2:23:22
Modularity of Elliptic Curves | Math PhDs Outside Academia (Jeff Breeding-Allison) | Ep. 11
2:03:06
Elliptic PDE (Connor Mooney) | Ep. 7
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