self-similarity

Therefore, this design does not show self-similarity between level-1 and level-2.

The sum can be computed using the self-similarity of the series.

Each such element describes a self-similarity of the question mark function.

This process can be continued infinitely, from which arises a good idea of self-similarity.

In computer networks, self-similarity is a feature of network data transfer dynamics.

Thus, it relies on heavy tails to emulate true self-similarity.

The figure as a whole has a self-similarity between the large triangle and its upper sub-triangle.

Self-similarity can be found in nature, as well.

Every chaotic system appears to be adhering to an underlying order of self-similarity.

Furthermore, a large number of bound states existed in a series that showed a trait called self-similarity.

Real systems, such as shorelines and mountain ranges, also show self-similarity over some scales.

In the figure there is an obvious self-similarity.

This self-similarity is what brings a sense of order into an otherwise randomly rough and strange terrain.

The rupture point demonstrates a fractal property called scaling or self-similarity.

This definition captures the notion of self-similarity implied in the name "scale-free".

For example, data transfer rates exhibit temporal self-similarity.

To investigate self-similarity in networks, we use the box-counting method and renormalization.

Scale invariance is closely related to the self-similarity observed in fractals.

Given a modern understanding of fractals, a growth spiral can be seen as a special case of self-similarity.

Other plants, such as Romanesco broccoli, exhibit strong self-similarity.

"It was chance that brought him into contact with my work and with fractal-like self-similarity in music.

In other words, they exhibit self-similarity (similar details on different scales) and simultaneous order and chaos.

Thus homothety is added, self-similarity is considered a symmetry.

Fractal Computing are objects displaying self-similarity at different scales.

Many natural phenomena exhibit some form of statistical self-similarity that can be modeled by fractal surfaces.