Feb 14,  · Arthur C. Clarke presents this unusual documentary on the mathematical discovery of the Mandelbrot Set (M-Set) in the visually spectacular world of . out of 5 stars FRACTALS: The Colors of Infinity video- excelent. January 6, Format: VHS Tape Verified Purchase. While a bit of a "trip" with the graphics and music from Pink Floyd, the video is a good layman's explanation of how fractals are part of our existence. One gets the feeling that fractals are as important as time, space and 3/5(4). Mar 08,  · Benoit Mandelbrot documentary from Mandelbrot discovered what is now called the M-Set in the early seventies and coined the term ‘fractal’ to describe the geometry behind it. The power and the beauty of fractals were only capable of being seen with the advent of computers, which become psychedelic windows on the infinite when [ ]Author: Metaphysics Speaks.

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fractals the colors of infinity s

The dark side of the Mandelbrot set, time: 15:57

The colors and shapes in my case are very similar to the fractal patterns in the movie, but infinitely more complex in multiple dimensions and at multiple places at the same time and at multiple times at the same place (it's kind of difficult to explain).9/10(47). Directed by Nigel Lesmoir-Gordon. With Arthur C. Clarke, Stephen Hawking, Benoît B. Mandelbrot, Ian Stewart. Arthur C. Clarke presents this unusual documentary on the mathematical discovery of the Mandelbrot Set (M-Set) in the visually spectacular world of fractal geometry. This show relates the science of the M-Set to nature in a way that seems to identify the hand of God in the design of /10(5). out of 5 stars FRACTALS: The Colors of Infinity video- excelent. January 6, Format: VHS Tape Verified Purchase. While a bit of a "trip" with the graphics and music from Pink Floyd, the video is a good layman's explanation of how fractals are part of our existence. One gets the feeling that fractals are as important as time, space and 3/5(4). Feb 14,  · Arthur C. Clarke presents this unusual documentary on the mathematical discovery of the Mandelbrot Set (M-Set) in the visually spectacular world of . Sep 01,  · In Nigel Lesmoir-Gordon made the TV documentary, The Colors of Infinity about the Mandelbrot Set and fractals, which has since been seen right round the world. Nigel’s enthusiasm brought together a dream team of contributors for the film who all now contribute to the book tracking how fractals have developed since the film was firstfridaysfw.coms: Mar 08,  · Benoit Mandelbrot documentary from Mandelbrot discovered what is now called the M-Set in the early seventies and coined the term ‘fractal’ to describe the geometry behind it. The power and the beauty of fractals were only capable of being seen with the advent of computers, which become psychedelic windows on the infinite when [ ]Author: Metaphysics Speaks.The groundbreaking documentary accompanying this book (visit firstfridaysfw.comer. com) is presented by Arthur C Clarke with music by David Gilmour of Pink Floyd. Colours of Infinity, Is God a Number? "Colors of Infinity" is the very best explanation of fractals in general and the Mandelbrot set in particular ever presented. The Mandelbrot set - someone has called it the thumb-print of God - is one of the most beautiful and remarkable discoveries in the entire history of. Benoit Mandelbrot discovered what is now called the M-Set in the early seventies and coined the term 'fractal' to describe the geometry behind it. The power and. I just purchased this and I am rating the quality of the DVD, not the content of the film! The film is wonderful. Unfortunately the DVD doesn't look much better than. No matter how much the Mandelbrot set is magnified, infinite patterns emerge. Although the math is simple, the age of computers allows the multiple operations . Arthur C. Clarke is a science-fiction writer most famous for his work ; Titled Fractals: The Colors of Infinity, it's the story of mathematician. The Mandelbrot set – someone has called it the thumb-print of God – is one of the most beautiful and remarkable discoveries in the entire history of mathem. -

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