Stirling's Incredible Approximation // Gamma Functions, Gaussians, and Laplace's Method Published 2021-11-02 Download video MP4 360p Recommendations 15:35 The MATH of Pandemics | Intro to the SIR Model 16:03 Why hyperbolic functions are actually really nice 12:27 Big Factorials - Numberphile 27:29 What Is The Most Complicated Lock Pattern? 15:01 how Laplace solved the Gaussian integral 25:55 Factorial's Asymptotic Expansion - DERIVING STIRLING'S FORMULA! [ +Desmos Insights ] 15:51 5 counterexamples every calculus student should know 19:14 The strange cousin of the complex numbers -- the dual numbers. 22:52 Green's functions: the genius way to solve DEs 18:00 The intuition behind Fourier and Laplace transforms I was never taught in school 12:46 What is the factorial of -½? 19:06 The Trig Hiding Inside the Factorials (And the Harmonic Numbers) 21:05 Why is there no equation for the perimeter of an ellipse‽ 11:01 The Mystery Behind This Math Miracle 25:27 What Lies Between a Function and Its Derivative? | Fractional Calculus 15:21 Why π^π^π^π could be an integer (for all we know!). 18:20 Gabriel's Horn Paradox - Numberphile 15:47 This integral is INSANE beyond measure! Similar videos 08:21 Intro to the Gamma Function 06:51 Laplace's Method 02:05 Gamma Function 19:49 Feb 10: Laplace's Method -- Additional Examples 10:44 Intro to FOURIER SERIES: The Big Idea 06:49 Padé Approximants 12:31 Weird notions of "distance" || Intro to Metric Spaces More results