- In mathematics, a
fractal is a
geometric shape containing detailed structure at
arbitrarily small scales,
usually having a
fractal dimension strictly exceeding...
-
Mandelbrot set, Diffusion-limited aggregation, L-system. The
concept of
fractality is
applied increasingly in the
field of
surface science,
providing a bridge...
- integers.
There is also a
fractal derivative,
defined in
fractal spacetime.
Fractal or
Fractals may also
refer to:
Fractal (EP), 2009
album by Swedish...
-
different cosmological theories exhibiting fractal properties have been proposed.
While Linde's
theory shows fractality at
scales likely larger than the observable...
- how,
despite having a
relatively simple definition, it
exhibits complex fractal structures when
visualized and magnified. The set is
defined in the complex...
- A
fractal curve is, loosely, a
mathematical curve whose shape retains the same
general pattern of irregularity,
regardless of how high it is magnified...
-
Fractal expressionism is used to
distinguish fractal art
generated directly by
artists from
fractal art
generated using mathematics and/or computers....
- Prusinkiewicz, Przemyslaw; Hanan,
James (1989),
Lindenmayer Systems,
Fractals, and
Plants (Lecture
Notes in Biomathematics), Springer-Verlag, ISBN 978-0-387-97092-9...
- The
Newton fractal is a
boundary set in the
complex plane which is
characterized by Newton's
method applied to a
fixed polynomial p(z) ∈ C {\displaystyle...
-
Fractal burning,
Lichtenberg burning or wood
fracking refers to a
technique where a
Lichtenberg figure is
burnt into wood
using high
voltage electricity...
