@mathematics.peter: I used Parrot AI to edit this, link in bio👆 Fractals are fascinating mathematical objects that display infinite complexity, no matter how closely you zoom in. They are self-similar, meaning smaller parts of the shape look like the whole, creating patterns that repeat endlessly. Unlike simple geometric figures like circles or squares, fractals have fractional dimensions, which is where their name comes from. Fractals appear everywhere—in nature, science, and technology. Coastlines, snowflakes, mountain ranges, and even the branching of trees or blood vessels show fractal-like patterns. In physics and computer graphics, fractals are used to simulate realistic natural landscapes. In finance, they help model irregular patterns in stock markets, and in medicine, they even describe structures in the human body. The beauty of fractals lies in their ability to bridge the gap between chaos and order. From the Mandelbrot set’s infinite spirals to natural forms we see daily, fractals reveal that complexity can arise from very simple mathematical rules. #parrotai #maths #mathematics #math #education

Peter Math
Peter Math
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Monday 01 September 2025 20:23:52 GMT
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agul47099
agul :
can u do laplace transformation and inverse laplace transformation next
2025-09-02 19:18:39
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luka.eo
Luka :
Not all fractals are self similar
2025-09-25 08:39:12
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ms_gul8
gul :
Early
2025-09-01 20:32:55
2
physicsmang
Yasir Arafat :
🙏🙏🙏
2025-09-10 23:14:24
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