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45 results
... Algebraic Number Theory 14:42 Quintic Equation and Group Theory 22:06 PDE and Fourier Analysis 27:36 Outro Corrections: ...
57,098 views
10 months ago
Math, but fast! #math #algebra #calculus #trig.
3,142 views
8 months ago
A bird's eye view on Lie theory, providing motivation for studying Lie algebras and Lie brackets in particular. Basically, Lie groups ...
292,584 views
Join us on an algebraic journey as we solve several crazy systems of equations, building up to formulating and proving the ...
82,878 views
In this video, we look at one of the most overlooked concept in calculus, which is the derivatives and the integrals of inverse ...
87,256 views
3 months ago
Around 11:50, can't imagine that this error got in - it should have been SU(n) = {U in U(n), det U = 1}. Orthogonal and unitary ...
62,016 views
Lie's theory of continuous symmetries was originally for differential equations, but turns out to be very useful for physics because ...
72,127 views
11 months ago
We will solve a tetration of a tetration equation x^x^(x+1)=2, which becomes (x^x)^(x^x)=2. This equation has one real solution ...
126,562 views
7 months ago
Queuing theory is indispensable, but here is an introduction to the simplest queuing model - an M/M/1 queue. Also included is the ...
84,007 views
00:00 Opening 02:23 Part 1: Introducing Coxeter systems 10:14 Part 2: Proving things are infinite 15:23 Part 3: Symmetry groups ...
22,407 views
Organization and logistics were handled by James Schloss, aka @LeiosLabs Web development by Frédéric Crozatier 0:00 - The ...
555,844 views
The exponential function is expressed in terms of the series, but practically, how many terms do we need to compute it to some ...
47,074 views
In this video, we explore the history of number systems that were invented in order to solve the Fermat's Last Theorem, and we will ...
214,723 views
9 months ago
This is the sixth episode of the RH Saga. Continuing from the last episode, we now consider "invariants", i.e. machines taking ...
13,446 views
Here's a tricky triple-nested square root equation sqrt(sqrt(sqrt(x)))=2. You have to know your exponent rules well to not make any ...
12,879 views
The historical tidbits include origins of the word "Algebra", the solving of cubic, quartic, and quintic equations, connection of rings ...
1,499 views
a very nice math olympiad algebra problem math olympiad problems nice algebra problem math olympiad question math ...
5,513 views
The integral of x*sin(x)/(1+cos^2(x)) from 0 to pi is actually a famous exam problem integral. I saw a post on Dcard about this ...
73,772 views
The talk was recorded just before the pandemic initiated from Wuhan in 2019. No preparation, or drafting, was made when I ...
740 views
6 months ago
Curt details the most comprehensive guide to the math of string theory that there exists, on YouTube. This is meant to be a video ...
59,985 views