journey into fractals: the Cantor set and ternary expansion. Published 2023-07-15 Download video MP4 360p Recommendations 1:15:09 Thaumaturgical Reality; Magic is Real 11:43 Quest To Find The Largest Number 16:25 What happens at infinity? - The Cantor set 20:42 The craziest definition of the derivative you have ever seen! 21:26 an amazing and mysterious approximation for pi! 03:57 The Most Beautiful Proof 15:36 What is the logarithmic mean, and why does it fit right in the middle?? 12:20 An equation Diophantus never considered. 14:08 The Longest Standing Mathematical Conjecture That Was Actually False 30:15 The Bingo Paradox: 3× more likely to win 15:37 Cantor set 16:40 What is the Transpose of the Derivative? 27:42 A Wallis-type product for e. 21:46 The dilogarithm -- a favorite "special function" 21:32 where limits aren't what they seem... 21:45 Eisenstein Primes Visually #SoMEpi 20:47 The Concept So Much of Modern Math is Built On | Compactness 22:31 unveiling the most diabolical algebraic identity ever! 15:34 what fractions dream of Similar videos 25:01 Cantor ternary Set | Cantor Set | Countability of Sets | Real Analysis : lec-06 00:37 AppDynSys : Chaos : Cantor sets 07:21 Analysis Lecture 14: The Cantor Set 18:34 Fractals: Koch curve, Cantor set, non-integer dimension 14:51 An Introduction to Cantor and Infinity 07:00 Fat Cantor Set - Cantor set with positive measure | Measure theory 23:58 decimal # ternary representation # binary # Cantor set # K is equivalent to [0,1] # K is uncountable 33:48 The Devil's Staircase: The Cantor Set and The Cantor Function 28:57 20 1 Perfect sets and the Cantor set 47:26 The Cantor Set and its Indicator Function 50:54 Real Analysis Ep 17: The Cantor Set More results