Mandelbrot Monk: Ancient Fractal Geometry

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In summary, there is evidence that the famous Mandelbrot fractal was known before its official discovery by mathematician Benoit Mandelbrot. This revelation is mind-blowing and some speculate that it could be a coincidence, while others suggest time-travel may have been involved.
  • #1
MarkFL
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This is certainly not "breaking" news, but I saw this article a few years ago and happened upon it again, and wanted to share it here:

THE MANDELBROT MONK

It seems that what is perhaps the most iconic image of fractal geometry was known before its discovery by Benoit Mandelbrot. (Sun)
 
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  • #2
Mind-blowing! It's hard to think it could be anything else but a coincidence (I mean, this is like discovering Fermat's elusive margin proof and finding Wile's approach scribbled on it) but, hey, why not? It does look quite like the Mandelbrot.

Also, "burgermeister"? :p​
 
  • #3
Obviously, we have a time-traveler on our hands, and the timeline police let this one slip through (Tongueout)
 
  • #4
Deveno: The Doctor couldn't help himself! :)
 
  • #5
Who?

(it's a pun, see?)
 

1. What is Mandelbrot Monk: Ancient Fractal Geometry?

Mandelbrot Monk: Ancient Fractal Geometry is a concept that combines the ancient practice of meditation and the modern mathematical concept of fractals. It explores the relationship between the human mind and the infinite complexity of fractal patterns found in nature.

2. How did the idea of Mandelbrot Monk originate?

The idea of Mandelbrot Monk was first proposed by mathematician Benoit Mandelbrot in the late 1970s. He observed the similarities between fractal patterns and traditional mandalas used in meditation and proposed the concept of "fractal meditation".

3. What is the significance of fractals in meditation?

Fractals have a self-similar and infinite nature, which reflects the concepts of interconnectedness and impermanence in many Eastern philosophies. By focusing on fractal patterns, individuals can achieve a deeper state of meditation and gain insights on the nature of reality.

4. How can the concept of Mandelbrot Monk be applied in different fields?

The concept of Mandelbrot Monk has been applied in various fields, such as psychology, art, and computer science. It has been used as a tool for stress management, creativity enhancement, and data compression.

5. Are there any criticisms of the Mandelbrot Monk concept?

Some critics argue that the connection between fractals and meditation is purely speculative and lacks scientific evidence. Others believe that the concept oversimplifies the complexity of both fractals and meditation and reduces them to a mere aesthetic experience.

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