GramMatrix: Computing the Gram Matrix for a set of Spline Basis
In orthogonalsplinebasis: Orthogonal B-Spline Basis Functions
View source: R/orthogonalBsplines.R
GramMatrix R Documentation
Computing the Gram Matrix for a set of Spline Basis
Description
Function for computing the Gram matrix of a spline basis.
Usage
GramMatrix(object)
Arguments
object
a SplineBasis object
Details
Compute the Gram Matrix. If object denotes the basis functions b(t) = \{b_1(t),…,b_J(t)\} then the Gram Matrix is,
G = \int b^T(t)b(t) \mathrm{d}t
Value
a matrix as defined above.
orthogonalsplinebasis documentation built on May 24, 2022, 1:05 a.m.
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View source: R/orthogonalBsplines.R
| GramMatrix | R Documentation |
Computing the Gram Matrix for a set of Spline Basis
Description
Function for computing the Gram matrix of a spline basis.
Usage
GramMatrix(object)
Arguments
object |
a SplineBasis object |
Details
Compute the Gram Matrix. If object denotes the basis functions b(t) = \{b_1(t),…,b_J(t)\} then the Gram Matrix is,
G = \int b^T(t)b(t) \mathrm{d}t
Value
a matrix as defined above.
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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