Fractals: A Mathematical Description of the World Around Us

Fractal, the mathematical description of the world around us Because fractional is considered as a new field of mathematics and art in the fractional dimension characteristics, reason why ordinary people see beautiful and attractive pictures maybe. Background of computer screen and art pattern. However, by recognizing that many natural physical systems and many human arts are not standard geometric forms, they are understood more meaningfully.

Fractal is a wonderful way to study patterns around us in real world mathematics. (I do not know that but I think that mathematics is too complicated like an MBA or a manager I think I understand it.) I first got my undergraduate library I found this in mathematical journal of. They are very attractive. Just as you see the design of the world in front of you

Fractal, the mathematical description of the world around us Because fractional is considered as a new field of mathematics and art in the fractional dimension characteristics, reason why ordinary people see beautiful and attractive pictures maybe. Background of computer screen and art pattern. - Fractal: Ignore any reference to chaotic tissue photos or graphics. I do not own it anymore, so I can not include it on this page. Thank you very much. Fractals are a relatively new concept in geometry. The majority of the concept of Euclidean geometry deals with the segmentation of geometric shapes of lines, circles, triangles, and other standard shapes and originates from the late Greek period to the early Roman period.

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 evident not only in our daily life but also in 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