Kanova: KANOVA, kernel anova under RKHS approximations.
In KRIG: Spatial Statistic with Kriging
Description
Usage
Arguments
Value
Author(s)
References
See Also
Description
Under an approximation to the sensitivity analysis based in variance computation
the different indexes of combinatorial sensitivity values can be computed employing the
values of kernel integrals.
Usage
1
Kanova(Kernels, Integral, X)
Arguments
Kernels
data.frame of kernels composed by four columns.
Kernel name.
Inferior limit for integral.
Superior limit for integral.
Number of steps for discretization of integrals.
Integral
A list containing the results of kernel integrals of the functions
vector_integrate_kernel.
X
matrix containing in each row the coordinate where the one coordinate integrals will
be evaluated.
Value
List with containing the Gamma 3D array where the different combination variance are
stocked and the total matrix variance named Kanova.
Author(s)
Pedro Guarderas pedro.felipe.guarderas@gmail.com.
References
\insertRefKanova:2013KRIG
\insertRefAronszajn:ThRKKRIG
See Also
For a complete application you can check the documentation of Krigvar.
KRIG documentation built on May 2, 2019, 5:55 a.m.
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Description Usage Arguments Value Author(s) References See Also
Description
Under an approximation to the sensitivity analysis based in variance computation the different indexes of combinatorial sensitivity values can be computed employing the values of kernel integrals.
Usage
1 | Kanova(Kernels, Integral, X)
|
Arguments
Kernels |
data.frame of kernels composed by four columns.
|
Integral |
A list containing the results of kernel integrals of the functions
|
X |
matrix containing in each row the coordinate where the one coordinate integrals will be evaluated. |
Value
List with containing the Gamma 3D array where the different combination variance are stocked and the total matrix variance named Kanova.
Author(s)
Pedro Guarderas pedro.felipe.guarderas@gmail.com.
References
\insertRefKanova:2013KRIG \insertRefAronszajn:ThRKKRIG
See Also
For a complete application you can check the documentation of Krigvar.
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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