Class LogNormalDistributionParameter
java.lang.Object
it.univr.di.cstnu.util.LogNormalDistributionParameter
- All Implemented Interfaces:
Serializable
Log-normal distribution of the duration of a contingent link, held by the contingent time point.
Immutable: a shifted parameter is a new object. The nodes that hold one share it -- the clone constructors of
LabeledNode copy the reference -- so a setter here would reach through every copy of a node, including
the one in the network a caller handed to a checking algorithm.
Initially created inside the PSTN class, then extracted to allow the compilation of the package without the PSTN class.
- See Also:
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Constructor Summary
ConstructorsConstructorDescriptionLogNormalDistributionParameter(double location1, double scale1) LogNormalDistributionParameter(double location1, double scale1, int shift1) -
Method Summary
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Constructor Details
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LogNormalDistributionParameter
public LogNormalDistributionParameter(double location1, double scale1, int shift1) - Parameters:
location1- Considering the associated normal distribution, this is the mean μ of the normal distribution.scale1- Considering the associated normal distribution, this is the standard deviation σ of the normal distribution.shift1- It is possible that a rigid distance shifts the activation time point. In such a case, the log-normal distribution of the contingent link is the same, but the sample values must be simply added to the shift to have the right value. It would be possible to adjust the location and scale of the log-normal distribution to incorporate such a shift. Still, we verified that such an adjustment introduces some approximation errors. Be careful: if the original PDF was for the contingent link 'X--v--> A===>C' and A was moved to X, the range of the contingent link is increased by v. The shift is 'v', not (-v). Shift can only be positive.
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LogNormalDistributionParameter
public LogNormalDistributionParameter(double location1, double scale1) - Parameters:
location1- Considering the associated normal distribution, this is the mean μ of the normal distribution.scale1- Considering the associated normal distribution, this is the standard deviation σ of the normal distribution.
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Method Details
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parse
- Parameters:
input- atoString()representation of a LogNormalDistributionParameter object. Format is "LogNormalDistributionParameter[location=%f, scale=%f, shift=%d]"- Returns:
- the LogNormalDistributionParameter object represented in the input, null otherwise.
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cumulativeProbability
public final double cumulativeProbability(double x) - Parameters:
x- value in the domain (it will be compensated by '-shift')- Returns:
- the cumulative probability at x.
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getLocation
public final double getLocation()- Returns:
- location
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getLogNormalDistribution
public org.apache.commons.math3.distribution.LogNormalDistribution getLogNormalDistribution()- Returns:
- the associated PDF
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getScale
public final double getScale()- Returns:
- the scale
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getShift
public final int getShift()- Returns:
- the shift
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sample
public final double sample()- Returns:
- a random value sampled by the current log-normal distribution adjusted by the shift value.
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toString
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