Fraktal Geometri: Koch Kar Tanesi (Koch Snowflake)
Today, we continue our fractal geometry series. In this video, we examined one of the most famous fractal structures ever introduced, the Koch Snowflake fractal, looked at its algorithm, and proved that its perimeter diverges infinitely but its area is limited. It's also a video with a theme fitting for the new year. Happy New Year 2026 to everyone! I'm feeling a bit unwell these days, so please excuse some parts of the video where I had trouble speaking. Who is Ayberk Durgut? - www.ayberkdurgut.com Koch's Article: On a Continuous Curve without Tangents Constructive from Elementary Geometry (I can share it via email if anyone wants it.)
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Fractal Geometry: Menger Sponge and Volume
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Koch Kar Tanesi Fraktalı (Geometri)
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Koch Kar Tanesinin Alanı 1 (Geometri)
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Dr. Krall on "Lügenfritz", AfD, Russia and "absolutely no real estate in Germany"
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Ramanujan's favorite coincidence (it's not a coincidence)
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The Riemann Hypothesis, Explained
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Pushing Simulations to the LIMIT to Find Order in Chaos
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Why do prime numbers make these spirals? | Dirichlet’s theorem and pi approximations
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Terence Tao: An integration approach to the Toeplitz square peg problem
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