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100 results
mandelbrot set
veritasium
numberphile
3 blue 1 brown
euler's method
mathologer
computerphile
euler-mascheroni constant
langlands program
laplace transform
riemann hypothesis
gamma function
transcendental numbers
mathematics
chaos theory
mathantics
I wanted to try mapping the digits to a chromatic scale - an exercise which poses quite a musical challenge! The fun part is trying ...
6,613 views
10 years ago
The harmonic series and the elusive Euler–Mascheroni constant. More links & stuff in full description below ↓↓↓ Featuring Dr ...
2,007,124 views
7 years ago
We are also supported by Science Sandbox, a Simons Foundation initiative dedicated to engaging everyone with the process of ...
1,516,803 views
... Nottingham: https://twitter.com/DrTonyPadilla Here's each sequence on the OEIS: Khintchine's constant: http://oeis.org/A002210 ...
435,744 views
Goal. I would like to tell you a bit about my favorite theorems, ideas or concepts in mathematics and why I like them so much.
3,759 views
2 years ago
Support the channel🌟 Patreon: https://www.patreon.com/michaelpennmath Channel Membership: ...
33,978 views
1 year ago
I define one of the most important constants in mathematics, the Euler-Mascheroni constant. It intuitively measures how far off the ...
31,170 views
3 years ago
12,682 views
10 months ago
GUEST BIO: Edward Frenkel is a mathematician at UC Berkeley working on the interface of mathematics and quantum physics.
407,662 views
GUEST BIO: Jordan Ellenberg is a mathematician and author of Shape and How Not to Be Wrong. PODCAST INFO: Podcast ...
70,871 views
Thanks to Dr Amir Alexander, Dr Alexander Kontorovich, Dr Chris Ferrie, and Dr Adam Becker for the helpful advice and feedback ...
17,705,935 views
··· Special thanks to our Patreon supporters: Adam Foreman, Anton Ragin, Balkrishna Heroor, Bernard McGee, Bill Linder, ...
11,960,448 views
6 months ago
··· A huge thank you to Prof. Andrew Lo (MIT) for speaking with us and helping with the script. We would also like to thank the ...
7,643,356 views
3 months ago
An entry to #SoME2. It is a famous theorem (called Abel-Ruffini theorem) that there is no quintic formula, or quintic equations are ...
420,545 views
These trucks are TERRIBLE, AVOID THEM! Most new trucks you can buy right now are overpriced pieces of junk. But there are a ...
25,385 views
6 hours ago
Grigori Perelman proved the Poincare conjecture and then refused a million dollar prize (the Millennium Prize). He is the only ...
1,071,222 views
Professor David Eisenbud talks about conics, and visits a few numbers along the way. More links & stuff in full description below ...
190,150 views
Marcus du Sautoy discusses Gödel's Incompleteness Theorem More links & stuff in full description below ↓↓↓ Extra Footage ...
2,191,898 views
Professor David Eisenbud on the famed Goldbach Conjecture. More links & stuff in full description below ↓↓↓ Catch David on ...
916,099 views
In this talk, we will prove the convergence part of Khitchine's theorem on non-degenerate manifolds. This confirms a conjecture of ...
104 views
One class of second order ODEs is particularly nice: constant coefficient homogeneous ones. That is, it is linear in the dependent ...
124,169 views
··· A massive thank you to Prof. Alex Kontorovich for all his help with this video. A huge thank you to Prof. Geraint Lewis and ...
9,197,438 views
8 months ago
I shall survey some classical results and present some recent results on sharp moment comparison inequalities for weighted sums ...
359 views
Here's something really special for my fellow mathematicians! Take your seats and listen to the story of your dad, trying to solve ...
10,439 views
4 years ago
The famed Poincaré Conjecture - the only Millennium Problem cracked thus far. More links & stuff in full description below ...
2,701,843 views
The talk by Oleg German on the conference "Combinatorics and Geometry Days II" at MIPT. You may find the slides here: ...
90 views
We look at an integral whose evaluation involves e, pi, i, and the golden ratio. Playlist: ...
16,370 views
The Birch and Swinnerton-Dyer Conjecture is a millennium prize problem, one of the famed seven placed by the Clay ...
156,973 views
Does a constant sequence converge? And if so, what does it converge to? As you'd expect, a constant sequence, where every ...
7,053 views
We will solve an extreme quintic equation x^5-5x+3=0 by brute force factoring. This is a solvable quintic because we can factor the ...
637,408 views