Stevin numbers, infinitesimals and complex numbers | Famous Math Problems 19c | NJ Wildberger Published 2014-01-23 Download video MP4 360p Download video MP4 720p Recommendations 1:10:07 Dedekind cuts and computational difficulties with real numbers | Famous Math Problems 19d 39:32 How to develop a proper theory of infinitesimals I | Famous Math Problems 22a | N J Wildberger 07:11 The Infinitesimal Monad - Numberphile 59:31 Hypercomplex numbers | Math History | NJ Wildberger 41:33 The magic and mystery of "pi" | Real numbers and limits Math Foundations 93 | N J Wildberger 28:23 The Fast Fourier Transform (FFT): Most Ingenious Algorithm Ever? 39:37 The integral of x^n (b) | Famous Math Problems 10b | NJ Wildberger 42:58 Infinity: does it exist?? A debate with James Franklin and N J Wildberger 44:04 The most fundamental and important problem in mathematics | Famous Math Problems 19a | NJ Wildberger 57:56 Complex numbers and curves | Math History | NJ Wildberger 2:19:34 Grant Sanderson (3Blue1Brown) | Unsolvability of the Quintic | The Cartesian Cafe w/ Timothy Nguyen 24:47 What does it mean to take a complex derivative? (visually explained) 52:07 The mostly absent theory of real numbers|Real numbers + limits Math Foundations 115 | N J Wildberger 42:15 Euler's triangulation of a polygon | Famous Math Problems 8 | NJ Wildberger 43:29 Archimedes' squaring of a parabola | Famous Math Problems 6 | NJ Wildberger 48:48 Problems with the Calculus | Math History | NJ Wildberger 51:01 Difficulties with real numbers as infinite decimals ( I) | Real numbers + limits Math Foundations 91 30:48 Are all true mathematical statements provable? | Famous Math Problems 17 | NJ Wildberger 37:40 The rational number line and irrationalities (b) | Famous Math Problems 19b | NJ Wildberger Similar videos 52:20 Number systems and Stevin's decimals | Math History | NJ Wildberger 10:01 Infinitesimals and Non Standard Analysis 43:32 The integral of x^n (a) | Famous Math Problems 10 | NJ Wildberger 56:14 The rotation problem and Hamilton's discovery of quaternions III | Famous Math Problems 13c 32:05 Omar Khayyam and the Binomial Theorem | Famous Math Problems 5 | NJ Wildberger 34:36 Unit II: Lec 2 | MIT Calculus Revisited: Single Variable Calculus 47:05 Computability and problems with Set theory | Math History | NJ Wildberger 38:29 Limits to Infinity | Real numbers and limits Math Foundations 108 | N J Wildberger 02:01 The Infinity Computer and Numerical Computations with Infinite and Infinitesimal Dr Yaroslav D 59:46 The rotation problem and Hamilton's discovery of quaternions (II) | Famous Math Problems 13b 34:33 Inequalities and more limits | Real numbers and limits Math Foundations 107 | N J Wildberger 24:02 MATH1131 Linear Algebra: Chapter 3 Problem 18 11:41 Channel Trailer (2021) for Insights into Mathematics | N J Wildberger More results