Fractals: A New-Age Mathematics to Explain Our World

Fractal: New era for interpreting our world Mathematical fractal art is a new era of art that attracts eyes and heart through patterns, shapes, colors, and abstract images. Artists once again found ways to take advantage of mathematical abstraction and incorporate it into their work. So where was the new art form of fractal design born? The reality is that the fractal itself is relatively young in the world of mathematics. Of course, since the beginning of art, history, and mathematics, self-similar has already existed, which is interesting to human thinking.

Fractals are an iterative field of mathematics where relatively simple expressions are usually evaluated as infinite complex patterns and are repeated many times on different scales. Fractal mathematics is commonly used in technical analysis of foreign exchange markets and frequent trading robots. I have not studied anything about deterministic fractal expressions explaining how bit coin prices behave, but I think there is sufficient evidence to suggest that there is a fractal pattern. It is represented in the form of index bit coin bubbles driven by Gartner Hype Cycles. I would like to have enough things to learn some doctoral dissertations in this field.

Fractal: New era for interpreting our world Mathematical fractal art is a new era of art that attracts eyes and heart through patterns, shapes, colors, and abstract images. Artists once again found ways to take advantage of mathematical abstraction and incorporate it into their work. So where was the new art form of fractal design born? The reality is that the fractal itself is relatively young in the world of mathematics. - ... He is looking at mathematical equations as a picture in my mind. After taught in France for a while, he went to work at IBM. There was a problem with data transfer via the telephone line, and I decided to plot the noise data. The graph is the same whether the time interval is 1 hour, 1 day, 1 week. Benoit Mandelbrot was one of the first men who tried fractal

In the late 1970s, Benoit Mandelbrot introduced fractal geometry and fractal geometry to the general society and the scientific community. He proved that mathematical and physical objects can have a fractional dimension, not an integer dimension that was used to dominate the geometry. Mandelbrot collects various data and information and shows that fractal self-similarity is revealed in our daily life, microcosm and the universe. Since then, fractal geometry and fractal modeling has been applied to all physics (eg astronomy, physics, meteorology, and geology), life science (eg biology, genetics, medicine, and neurobiology), society It has been used in science. It played an important role such as social science. , Sociology, urban planning, economics), technical science (material science, computer science, logistics etc.), and mathematical science