chi.probability: Calculation the Chi Squared probability.
In Chaiji/LemilExamST522:
Description
Usage
Arguments
Value
Author(s)
Examples
Description
chi.probability computes the probability that the Chi of a given degree of freedom is greater than a specified value x.
If x is a vector, the function will return a vector of probabilities of the components of x.
Usage
1
chi.probability(x, df = 5, n = 1000)
Arguments
x
specifies the value that should be evaluated in the Chi Square distribution.
df
specifies degrees of freedom in the Chi Square distribution.
n
specifies number of random numbers for evaluating the distribution.
Value
returns the probability that the Chi is greater than x (area under the distribution which is greater than x).
Author(s)
Nguyen Khanh Le Ho & Emil H. Andersen
Department of Mathematics and Computer Science (IMADA)
University of Southern Denmark, Denmark
emila14@student.sdu.dk
ngho14@student.sdu.dk
Examples
1
chi.probability(x= 5, df = 5, n = 1000)
Chaiji/LemilExamST522 documentation built on May 6, 2019, 9:55 a.m.
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Description Usage Arguments Value Author(s) Examples
Description
chi.probability computes the probability that the Chi of a given degree of freedom is greater than a specified value x.
If x is a vector, the function will return a vector of probabilities of the components of x.
Usage
1 | chi.probability(x, df = 5, n = 1000)
|
Arguments
x |
specifies the value that should be evaluated in the Chi Square distribution. |
df |
specifies degrees of freedom in the Chi Square distribution. |
n |
specifies number of random numbers for evaluating the distribution. |
Value
returns the probability that the Chi is greater than x (area under the distribution which is greater than x).
Author(s)
Nguyen Khanh Le Ho & Emil H. Andersen
Department of Mathematics and Computer Science (IMADA)
University of Southern Denmark, Denmark
emila14@student.sdu.dk
ngho14@student.sdu.dk
Examples
1 | chi.probability(x= 5, df = 5, n = 1000)
|
R Package Documentation
Browse R Packages
We want your feedback!
Note that we can't provide technical support on individual packages. You should contact the package authors for that.
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