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This Mandelbrot zoom takes us all the way to a mini-brot at a depth of e1091. This video has quite a large colour variety due to a new ...
YouTube-Maths Town
2017/08/28There is some nice geometry in this one! Skip into the middle of the video if you are short on time, otherwise sit back and enjoy the ...
YouTube-Maths Town
2020/11/24Fractals are complex, never-ending patterns created by repeating mathematical equations. Yuliya, a undergrad in Math at MIT, ...
YouTube-MITK12Videos
2015/06/11Making a real-life fractal zoom. Follow-up video in which I also pull focus!: https://youtu.be/uH8w7I1Og1I Feliks Konczakowski's work: ...
YouTube-Henry Segerman
2023/05/11Share your videos with friends, family, and the world.
YouTube-Visual Alchemy
2024/01/07A mostly graphical exhibit of 10 fractals, displayed in 4K in less than 4 Minutes. 1. Koch 2. Sierpinski 3. Hofstadter 4. Barnsley 5.
YouTube-Oliver Knill
2022/04/10What are fractals? Just look at your broccoli to find out! License: Creative Commons BY-NC-SA More information at ...
YouTube-MITK12Videos
2012/12/11The first 1000 people to use the link will get a free trial of Skillshare Premium Membership: https://skl.sh/paulmsutter04211 This video was ...
YouTube-Dr. Paul M. Sutter
2021/04/07What is a fractal, and how can fractals help us understand the universe? Classic examples of fractals in nature are broccoli and snowflakes.
YouTube-BBC Ideas
2019/11/28The Mandelbrot set is a special shape, with a fractal outline. Use a computer to zoom in on the set's jagged boundary and no matter how deep ...
YouTube-Quanta Magazine
2024/01/26動画の見どころ1/8枚目 What is the Mandelbrot set?
動画の見どころ2/8枚目 How an iterated quadratic function defines the Mandelbrot set
動画の見どころ3/8枚目 The field of complex dynamical systems
動画の見どころ4/8枚目 Julia sets explained
動画の見どころ5/8枚目 The discovery of the Mandelbrot set
動画の見どころ6/8枚目 Constructing Mandelbrot sets vs Julia sets
動画の見どころ7/8枚目 Why mathematicians study the boundary regions
動画の見どころ8/8枚目 Mandelbrot Locally Connected conjecture, MLC
A fractal pattern is a kind of equation occurring all around us in nature. So what's a fractal and what does it have to do with nautiluses, ...
YouTube-Popular Science
2018/07/05An explanation of fractal dimension. Help fund future projects: https://www.patreon.com/3blue1brown An equally valuable form of support is ...
YouTube-3Blue1Brown
2017/01/27動画の見どころ1/10枚目 Common misconceptions
動画の見どころ2/10枚目 Fractal dimension
動画の見どころ3/10枚目 What does it mean for a shape to be two-dimensional?
動画の見どころ4/10枚目 The Sierpinski triangle is not one-dimensional
動画の見どころ5/10枚目 Right-angled von Koch curve
動画の見どころ6/10枚目 Visualizing the scaling factor
動画の見どころ7/10枚目 Computing the scaling factor
動画の見どころ8/10枚目 Definition of a fractal
動画の見どころ9/10枚目 Definitions of dimension
動画の見どころ10/10枚目 Conclusion
Share your videos with friends, family, and the world.
YouTube-Tara Roys
2011/12/24How long is the coast of Brittany? It depends on who you are. An ant's perspective is very different from a rabbit's is very different from ...
YouTube-What makes it tick?
2020/06/11Computer scientist Keenan Crane, PhD, is asked to explain fractals to 5 different people; a child, a teen, a college student, a grad student ...
WIRED
2022/05/300:00 — Sierpiński carpet 0:18 — Pythagoras tree 0:37 — Pythagoras tree 2 0:50 — Unnamed fractal circles 1:12 — Dragon Curve 1:30 — Barnsley ...
YouTube-Geometry
2022/08/14動画の見どころ1/16枚目 Sierpiński carpet
動画の見どころ2/16枚目 Pythagoras tree
動画の見どころ3/16枚目 Pythagoras tree 2
動画の見どころ4/16枚目 Unnamed fractal circles
動画の見どころ5/16枚目 Dragon Curve
動画の見どころ6/16枚目 Barnsley fern
動画の見どころ7/16枚目 Question for you!
動画の見どころ8/16枚目 Koch snowflake
動画の見どころ9/16枚目 Sierpiński triangle
動画の見どころ10/16枚目 Cantor set
動画の見どころ11/16枚目 Hilbert curve
動画の見どころ12/16枚目 Unnamed fractal squares
動画の見どころ13/16枚目 Menger sponge
動画の見どころ14/16枚目 Sierpiński triangle (in Stereo)
動画の見どころ15/16枚目 Mandelbrot set
動画の見どころ16/16枚目 Some other fractals
Support on Beatport: http://monster.cat/1eUbtKU Support on Bandcamp: http://monster.cat/1d1nmyw Support on iTunes: ...
YouTube-Monstercat Uncaged
2013/11/15Acrylic paint fractals San To Chan, Okinawa Institute of Science and Technology Graduate University Simon J. Haward, Okinawa Institute of ...
YouTube-American Physical Society
2021/11/19Some cubic quaternions Julia sets, cut in half so we can see their beautiful interior.
YouTube-Inigo Quilez
2020/06/24Fractals are complex, never-ending patterns created by repeating mathematical equations. Yuliya, a undergrad in Math at MIT, ...
PBS Learning Media
2016/02/10