Examples of 'membership function' in a sentence
Meaning of "membership function"
membership function: In mathematics and computer science, this phrase refers to a mathematical function that defines the membership of an element in a set
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- A generalization of the indicator function for a fuzzy set which assigns a truth value (0 or 1) to each element.
How to use "membership function" in a sentence
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membership function
This function is also called a membership function.
Then theconcept of the membership function and basic operations withfuzzy sets is interpreted.
Reading and understanding of the membership function.
It was observed that the membership function of triangular form lead to improved forecasting performance.
The values of the subtractions are applied to the membership function 1.
The shape and position of a membership function are capable of being changed.
Followers can also be converted into members, thanks to WeChat 's membership function.
Thus the shape of the fuzzy membership function can be selected.
The membership function is defined for each of the subsets ( or classes ) of each variable.
The most typical fuzzy set membership function has the graph of a triangle.
The reference voltage defines a peak position ( center position ) of the membership function.
Furthermore, a triangular membership function is represented.
For example, you can model the data you collect with a membership function.
However, the membership function for the opening could have been shown.
In this paper, the hyperbolic membership function is used.
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Figure 2 illustrates a membership function represented by a distribution of voltages on a plurality of signal lines.
Each of the fuzzy input nodes 46 could have a different membership function attached to it.
Vertical resolution of membership function ( VRmf ) is larger than spacing and sampling rate.
In the LPI-procedure the decision maker linearizes any fuzziness instead of applying a membership function.
Figure 22 is a graph showing a membership function and its labels and singleton forms.
The membership function of the triangle shape has a gradient determined by resistors rE1 and rE2.
Figure 47 is a block diagram illustrating a concrete example of the structure of a grade-controllable membership function circuit.
The membership function defined in Figure 2 has a trapezoidal shape.
Furthermore, the grade of the output membership function is controlled by the control voltage Vc.
The sum of all Gaussian bells 56 is calculated in order to obtain the membership function.
One example of a membership function is the triangular membership function shown in Figure 4.
Figure 15 is a graph of a proportional output membership function.
Output is the membership function C ' which represents the conclusion.
Figure 12 is a graph of a turbulence input membership function.
The membership function takes its values between 0 and 1.
Figure 17 is a graph of a derivative output membership function.
Thus, the grade of the membership function 4 can be found.
Figure 16 is a graph of an integral output membership function.
Thus, the grade of the membership function 7 is obtained at this value.
Figure 14 is a graph of a sensitivity input membership function.
As in fuzzy numbers, the membership function must be convex, normalized, at least segmentally continuous.
Figure 13 is a graph of a response time input membership function.
However, the fuzzy membership function µu is a composite of weighted ( denotched ) triangular membership functions.
A sweep signal is required to generate this type of membership function µ ( x ).
Fig 16 shows the membership function for fuzzy set " hyperpnea " as a function of normalized recent ventilation ;.
Therefore, there are 25 output terminals from the membership function generator circuit.
The output membership function for change in gain is shown in Figure 21.
In the succeeding step 109, the microprocessor reads out a membership function of a kind of dust.
Redefinition of the membership function to the “ Low ” class of soil potential.
Figure 33 is a block diagram illustrating the basic structure of a grade-controllable membership function circuit.
So how do we read the membership function presented in Figure 2?
Figure 42 is a block diagram illustrating the progression of a grade-controllable membership function generator circuit.
U ( Xj ) represents the membership function of a flight phase in said flight configuration, and.
By changing these resistors rB1 and rB2, the membership function may have a trapezoidal shape.
The membership function u ( Xj ) of a flight phase in a flight configuration lies between 0 and 1.
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