Примери за използване на Fractal geometry на Английски и техните преводи на Български
{-}
-
Colloquial
-
Official
-
Medicine
-
Ecclesiastic
-
Ecclesiastic
-
Computer
The fractal geometry of nature.
Benoit Mandelbrot is the creator of fractal geometry.
Fractal geometry is the geometry of nature.
Africans can't possibly really be using fractal geometry, right?
That they have fractal geometry properties and this helped me to shape the whole facade.
In the next section, we will look at the mathematics behind fractal geometry.
Hochstadter's treatise on Fractal Geometry in Twelve-Dimensional Space.".
This article is intended to get you started in the mind-blowing world of fractal geometry.
Fractal geometry throws this concept a curve by creating irregular shapes infractal dimension;
His work on sets of non-integer dimension was an early contribution to fractal geometry.
Kenneth Falconer, one of the leading experts on fractal geometry, seeing me[EFR] writing this article commented.
Benoit Mandelbrot was the one person most responsible for the great interest in the subject of fractal geometry.
By the third or fourth iteration you will begin to realize why fractal geometry wasn't developed before the computer age.
Now, researchers may have revealed the basis of Pollock's intuition- using the mathematics of fractal geometry.
Fractal geometry is not just a chapter of mathematics, but one that helps Everyman to see the same world differently.”.
Some of these simple programs are based on fractal geometry, and can map midi notes to specific fractals, or fractal equations.
The only images that even come close in human terms would be those created by supercomputers using fractal geometry equations.".
Fractal geometry enables us to more accurately define and measure the complexity of a shape by quantifying how rough its surface is.
It grew without a name until 1975,when I coined a new word to denote it, fractal geometry, from the Latin word for irregular and broken up, fractus.
One consequence of chaotic advection is that any given portion of the fluid is deformed by the flow into a complicated scale-invariant shape with fractal geometry.
Benoit Mandelbrot, a French mathematician and the father of fractal geometry, applied the theory to markets to show how“wild variability” is intrinsic to the system.
Mandelbrot's work was first described in his book Les Objets Fractals, Forn, Hasard et Dimension(1975)and later in The Fractal Geometry of Nature(1982).
On the surface, chaos theory sounds like something completely unpredictable, but fractal geometry is about finding the order in what initially appears to be chaotic.
Fractal geometry was also used for data compression and for modelling complex organic and geological systems, for example the growth of trees or the development of river basins.
His work was first put elaborated in his book Les objets fractals, forn, hasard et dimension(1975) andmore fully in The fractal geometry of nature in 1982.
If we understand the concept of fractal geometry, no matter how small it is, it contains everything that is in the larger picture and thus that validates, profoundly, all these various experiences.
The story“The Robot which had Dreams” tells about robot LVX-1(Elvex)who thanks to the personal“fractal geometry” and the positron brain can run into unconsciousness and have dreams.
His work was first put forward in the book Les objets fractals, forn, hasard et dimension(1975), best known simply as Les objects fractals, andmore fully in his best-selling book The Fractal Geometry of Nature(1982).
Using fractal geometry to describe natural forms such as coastlines, mathematical physicist Mitchell Feigenbaum developed software capable of reconfiguring coastlines, borders, and mountain ranges to fit a multitude of map scales and projections.
A water cascade of steps recounts the story of the universe; a terrace shows the distortion of space and time caused by a black hole; a“Quark Walk” takes the visitor on a journey to the smallest building blocks of matter and a series of landforms andlakes recall fractal geometry.