Generates Weibull distribution inverse cumulative density function values at specified locations. |
||
Syntax |
X = WeibullInvCDF(Prob, a, b) |
|
Arguments |
Name |
Description |
Prob |
A scalar, vector or matrix of probabilities in the interval (0,1) at which the inverse cumulative density function is to be evaluated. |
|
a |
The scale parameter. A positive scalar. |
|
b |
The shape parameter. A positive scalar. |
|
Outputs |
Name |
Description |
X |
A scalar, vector or matrix of the inverse cumulative density function values for the given probabilities. The same size as Prob. |
|
Example 1 |
Find the Weibull inverse cumulative density function for probabilities 0.1, 0.3, and 0.8 with parameters a = 2 and b = 5. |
|
Syntax |
||
x = WeibullInvCDF([0.1,0.3,0.8],2,5) |
||
Results |
||
x = 1.2752 1.6274 2.1997 |
||
Comments |
The Weibull distribution does not have a standard parameterization. The form used here has the following PDF: f(x) = (b/a) * (x/a)^(b-1) * e^[-(x/a)^b] |
|
See Also: |