Theme Title - More amusing than actually useful, with names like "Fractal Broccoli" or simply an emoticon "=)" the names are a reflection of the creativity of the people who posted it.
fractal pattern, ensuring oxygen gets to all parts of our body evenly.
The other dimension that is often spoken of is the fractal dimension which tells you about how complicated the structure is.
fractal shown on the right.
The original fractal, this is a pictorial representation of a complex equation to describe systems with a hierarchy of repeating patterns.
fractal based on any set of initials.
Click on an image to see each beautiful fractal in more detail.
The most famous fractal is the Mandelbrot fractal that I suspect has some bearing on the form of the aura.
You might be amused by a photo, Alien; I think it's the first fractal to feature on the Mirror Project.
The approach assumes a self-similar fractal - this result suggests considerable approximations are involved in the application of box counting to discrete FBM.
fractal geometry to evolutionary progress, digital technologies do simulate aspects of the natural world.
fractal dimension of a data series.
fractal image compression, in August 1991.
fractal generator that produced Rescue.
fractal noise algorithm.
Figure 3.19 - Difference maps showing difference between surfaces interpolated in each of the four profile directions and the original surface fractal.
furred fractal edge to things.
Using the techniques of fractal geometry, which he himself invented, Mandelbrot believes he has finally realized his ambition.
A tantalizing glimpse of the axed V&A Spiral in the form of samples of the fractal tiles which would have covered the building.
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A method of texture segmentation is introduced which is based on the Fractal Dimension.
spatiotemporal fractal structure (p. 172 ).
The fractal structure of these signals can be reveal using the wavelet transform.
Fractal dimension: Although shapes such as Koch 's snowflake curve can be represented in a 2 dimensional plane they have a non-integer dimension.
The system is embedded in a single spatiotemporal fractal structure (p. 172).
Describe how Lyapunov exponents can be used to determine the fractal dimension of a strange attractor in a dissipative system.
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