월간 참여
월간내 콘텐츠의 정기 좌석. 구독자는 대기열에 들어가거나 — 슬롯보다 구독자가 많을 때는 무작위 추첨으로 — 비디오 자체, 크레딧 또는 설명에 나타납니다.
월간
가격 문의
다음
How (and why) to take a logarithm of an image 45 분
Have I built the most amazing door Ever? 28 분
Meet the slow loris, the only venomous primate in existence - Stephanie A. Poindexter 6 분
How I wasted $52,000 in my Dream Smart Home 20 분
The Hidden Engineering of Niagara Falls 16 분
Army of Fear 3 분
ARID 3 분
How Disney Built A Realistic Lightsaber 17 분
Why is getting bitten by a rabid animal so dangerous? - Charles Rupprecht 7 분
The Polar Cruisers: Winter Climb to the Hanging Cities | AI 4K — Retrofutura 8 분
The Second Punic War - OverSimplified (Part 1) 29 분
The dark origins of Disney fairy tales - Claudia Schwabe 6 분
How We Built the ISS - Part 2 29 분
Neutron stars gave you jewelry. #shorts #science #SciShow 1 분
An Attempt Was Made! 17 분
People don’t believe in this science, yet 2 분
Data centers can’t win on Earth. How about in space? 2 분
RECAP: First Punic War 3 분
Jakey - Pine Barrens (Official Music Video) 5 분
Toys R Us 2026 Update 12 분
The V-22’s prototype was even more dangerous 3 분
The Age of Laser Warfare Has Begun 24 분
How did Earth form?: Crash Course Geology #2 10 분
Are Beavers Actually Good at Dams? 20 분
6 Ways Animals Pee Weird 13 분
3 Million! 1 분
The only thing that makes you live longer (for real tho) #science #sciencefacts 2 분
The Deepest Point in the World: Crash Course Geology #12 12 분
The Terrible Design of Newark Airport 17 분
The First Punic War - OverSimplified (Part 2) 23 분
Volcanoes Explained: Crash Course Geology #13 11 분
To STOP the Secret Garage Flooding…. 2 분
Why straight dating feels like a battleground | The Gray Area 43 분
New Zealand's Australia Problem 18 분
Name That Infrastructure (Ep. 5) #shorts 1 분
This 1950's ATV Concept ? 15 분
Why 9/11 memes are everywhere 2 분
GHOST PARTICLES Are Flying Through You 2 분
24 Hours Inside the World's Secret Gambling Capital (what happens here?) 38 분
The Second Punic War - OverSimplified (Part 3) 50 분
Why you're sick of rainy days #science #SciShow #sick #biology #illness #rain 1 분
The illusion of the ‘self’ | The Gray Area 43 분
The Bizarre Bases of Antenna Towers 19 분
New update! 1 분
NVIDIA CEO Jensen Huang's Vision for the Future 64 분
New Alien Host Planet Just Dropped 1 분
The Truth About Egg Freezing 22 분
Name That Infrastructure (Ep. 11) #shorts 1 분
The First Punic War - OverSimplified (Part 1) 28 분
India’s internet war 9 분 Escher's Print Gallery, and the tour of complex analysis it invites. Explore our virtual career fair: https://3b1b.co/talent Join channel supporters to see videos early: https://3b1b.co/support An equally valuable form of support is to share the videos. Home page: https://www.3blue1brown.com Original paper by de Smit and Lenstra: https://pub.math.leidenuniv.nl/~smitbde/papers/2003-de_smit-lenstra-escher.pdf The book I was showing is "Magic of MC Escher" by J. L. Locher https://amzn.to/4d7zXTT If you want to play with this concept interactively, Jürgen Richter-Gebert put together a nice page: https://mathvisuals.org/PrintGallery/ This piece was co-written by Paul Dancstep, who handled many of the animations in the art section, including the delightful mesh warp scene. Aaron Gostein helped with the manim animations in the section introducing complex functions. Artwork provided by Talia Gershon, Mitchell Zemil, and Anna Fedczuk. https://sites.google.com/view/taliagershon https://mitchellzemil.com/ https://anna-fedczuk.framer.website/about Music by Vincent Rubinetti Timestamps: 0:00 - The print gallery 13:04 - Conformal maps from complex analysis 21:41 - The complex exponential 25:56 - The complex logarithm 32:32 - 3b1b Talent 33:14 - Constructing the key function 40:16 - The deeper math behind Escher Correction: at 18:10, the function graph does not match the function definition that appears in the top right corner: f(x) = x^3 + 3x^2 - x - 4. Instead of -4, there should be -3: f(x) = x^3 + 3x^2 - x - 3. ------------------ These animations are largely made using a custom Python library, manim. See the FAQ comments here: https://3b1b.co/faq#manim ------------------ 3blue1brown is a channel about animating math, in all senses of the word animate. If you're reading the bottom of a video description, I'm guessing you're more interested than the average viewer in lessons here. It would mean a lot to me if you chose to stay up to date on new ones, either by subscribing here on YouTube or otherwise following on whichever platform below you check most regularly. Mailing list: https://3blue1brown.substack.com Twitter: https://twitter.com/3blue1brown Bluesky: https://bsky.app/profile/3blue1brown.com Instagram: https://www.instagram.com/3blue1brown Reddit: https://www.reddit.com/r/3blue1brown Facebook: https://www.facebook.com/3blue1brown Patreon: https://patreon.com/3blue1brown Website: https://www.3blue1brown.com
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이 크리에이터는 아직 요금을 설정하지 않았습니다. 요청을 보내주시면 전달하겠습니다 — 무엇이든 청구되기 전에 가격이 합의됩니다.
내 콘텐츠의 정기 좌석. 구독자는 대기열에 들어가거나 — 슬롯보다 구독자가 많을 때는 무작위 추첨으로 — 비디오 자체, 크레딧 또는 설명에 나타납니다.
월간
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내 다음 비디오에 최소 10초 이상 보장 출연. 가격은 삽입이 상영 시간 중 어디에 위치하는지에 따라 다릅니다.
가격 문의
내 기존 비디오에서 편집된 쇼츠 내에 최소 10초 이상 보장 출연.
일회성
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