Examples of 'fractal dimension' in a sentence
Meaning of "fractal dimension"
fractal dimension - a mathematical concept used to quantify the complexity of patterns or shapes that are self-similar across different scales
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- A dimension in which it is the most suitable to make measurements on a fractal set. The perimeter of Britain measured in the first dimension yields infinity, and measured in the second dimension yields zero, so it has to be measured in a fractal dimension of approximately 1.25.
- A dimension in which it is the most suitable to make measurements on a fractal set.
- The perimeter of Britain measured in the first dimension yields infinity, and measured in the second dimension yields zero, so it has to be measured in a fractal dimension of approximately 1.25.
How to use "fractal dimension" in a sentence
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fractal dimension
The fractal dimension of coastlines has been calculated.
With the same fractal dimension.
Fractal dimension has been used to quantify tortuosity.
Df represents the fractal dimension of the object.
Fractal dimension of the surface of the human brain.
Three approaches to obtain the fractal dimension are presented.
To the fractal dimension of a series of time.
This is determined by the fractal dimension.
People have looked at fractal dimension of more abstract kinds of phenomena.
The basic characteristic of a fractal is its fractal dimension.
Yet another measure of fractal dimension is the correlation dimension.
An important part of understanding fractals is the notion of fractal dimension.
This power is called the fractal dimension of the fractal.
A monofractal time series can be characterized by a single fractal dimension.
See also fractal dimension.
See also
Was found there was no influence on the maximum fractal dimension obtained.
The reported fractal dimension is the average for all directions.
The most important measure of a fractal is its fractal dimension.
Fractal dimension allows us to compare the wrinkliness and detect the fake.
Fractalyse was initially developed to measure fractal dimension of built up areas of cities.
I am using the fractal dimension analysis to evaluate the wrinkliness of these lines.
I have seen many attempts at intuitive descriptions of what fractal dimension means.
The fractal dimension has allowed a quantitative description of this cell migration.
Now let us look at some actual applications of fractal dimension in the real world.
In order to measure the fractal dimension of networks we add the concept of renormalization.
There are several ways and levels to analyze the fractal dimension of the brain.
Assessed the fractal dimension in the diagnostic differentiation between types of gastric carcinoma.
Also have stundents practice calculating the fractal dimension of the fractals they generate.
The concept of fractal dimension described in this article is a basic view of a complicated construct.
The medical literature contains several studies that use fractal dimension as a diagnostic tool.
The fractal dimension of the sagittal suture was calculated by means of the coastline method.
The invention uses the Holder exponent to estimate the fractal dimension.
The fractal dimension would then remedy this difficulty by adding an objective numerical value.
In the previous subunit I talked about the fractal dimension of various objects such as coastlines.
The fractal dimension of the entire tree is the fractal dimension of the terminal branches.
The spectrum of the system Hamiltonian posseses a fractal dimension which can be numerically characterized.
Higher degree of fractal dimension were directly associated with progressively larger myocardial cellular rejection.
The photographed slides were then binarized for reading of fractal dimension and Shannon entropy.
Applying fractal dimension dimension directly is problematic because of the unique nature of binary data.
Statistical self-similarity and fractal dimension.
The results show that the fractal dimension is sensitive to leaf shape variations within a species.
We derive from hyperbolicity spectral information, especially on fractal dimension.
Analysis of fractal dimension and Shannon entropy.
Is derived directly from a definition of box-counting fractal dimension.
Where DF is the fractal dimension of the agglomerates.
Fractal dimension and Shannon entropy.
Simply speaking, it is a measure of the fractal dimension of a probability distribution.
The fractal dimension of an ordinary random walk is 2.
In our study . there was no significant difference in fractal dimension between groups.
Calculating fractal dimension by using ImageJ,.
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Examples of using Fractal
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The fractal dimension of coastlines has been calculated
Espresso cups with a fractal geometric pattern
Fractal dimension has been used to quantify tortuosity
Examples of using Dimension
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Another important dimension of human security is economic
Those activities must have an international dimension
Choose the dimension to scale the window
