normt3ip: Compute inner product function of Gaussian and t3...
In NORMT3: Evaluates Complex Erf, Erfc, Faddeeva, and Density of Sum of Gaussian and Student's t
normt3ip R Documentation
Compute inner product function of Gaussian and t3 distribution
Description
This function evaluates the inner product function of
the (sphered) Student's t distribution on 3 df and the Gaussian
distribution as defined by Theorem~1 of Nason, 2005
Usage
normt3ip(mu, sigma)
Arguments
mu
Mean of the Gaussian
sigma
Standard deviation of the Gaussian
Details
No extra details
Value
The evaluated function.
Author(s)
Guy Nason
References
Nason, G.P. (2005) On the sum of the Gaussian and Student's t
random variables. Technical Report, 05:01,
Statistics Group, Department of Mathematics, University of Bristol.
Examples
#normt3ip(0,1)
#
# Answer should be 0.3183099 which is 1/pi
#
x <- 3
NORMT3 documentation built on April 25, 2022, 5:06 p.m.
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| normt3ip | R Documentation |
Compute inner product function of Gaussian and t3 distribution
Description
This function evaluates the inner product function of the (sphered) Student's t distribution on 3 df and the Gaussian distribution as defined by Theorem~1 of Nason, 2005
Usage
normt3ip(mu, sigma)
Arguments
mu |
Mean of the Gaussian |
sigma |
Standard deviation of the Gaussian |
Details
No extra details
Value
The evaluated function.
Author(s)
Guy Nason
References
Nason, G.P. (2005) On the sum of the Gaussian and Student's t random variables. Technical Report, 05:01, Statistics Group, Department of Mathematics, University of Bristol.
Examples
#normt3ip(0,1) # # Answer should be 0.3183099 which is 1/pi # x <- 3
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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