CalculateCdirect | R Documentation |
The limit calculated by FindAlpha
is used when alpha =1 cannot be chosen (warning produced).
In output, alpha is attribute.
CalculateCdirect(a, b, epsAlpha = 1e-07, AlphaHandler = warning, alpha = NULL) CalculateC(a, b, ..., viaQR = NULL, returnAlpha = FALSE)
a |
matrix E in paper |
b |
matrix Eg in paper |
epsAlpha |
Precision constant for alpha calculation |
AlphaHandler |
Function (warning or stop) to be used when alpha<1 |
alpha |
Possible with alpha as input instead of computing |
... |
Arguments to CalculateCdirect |
viaQR |
When TRUE QR is involved. This may be needed to handle colinear data. When NULL viaQR is set to TRUE if ordinary computations fail. |
returnAlpha |
When TRUE alpha (1 or value below 1) is returned instead of C. Attribute viaQR is included. |
When epsAlpha=NULL calculations are performed directly (alpha=1) and alpha is not attribute.
Calculated C with attributes alpha and viaQR (when CalculateC)
Øyvind Langsrud
x <- 1:10 y <- matrix(rnorm(30) + 1:30, 10, 3) a <- residuals(lm(y ~ x)) b <- residuals(lm(2 * y + matrix(rnorm(30), 10, 3) ~ x)) a1 <- a b1 <- b a1[, 3] <- a[, 1] + a[, 2] b1[, 3] <- b[, 1] + b[, 2] alpha <- FindAlpha(a, b) FindAlphaSimple(a, b) # Same result as above CalculateC(a, b) CalculateCdirect(a, b) # Same result as above without viaQR attribute CalculateCdirect(a, b, alpha = alpha/(1 + 1e-07)) # Same result as above since epsAlpha = 1e-07 CalculateCdirect(a, b, alpha = alpha/2) # OK # CalculateCdirect(a,b, alpha = 2*alpha) # Not OK FindAlpha(a, b1) # FindAlphaSimple(a,b1) # Not working since b1 is collinear CalculateC(a, b1, returnAlpha = TRUE) # Almost same alpha as above (epsAlpha cause difference) FindAlpha(b, a) CalculateC(b, a, returnAlpha = TRUE) # 1 returned (not same as above) CalculateC(b, a) FindAlpha(b1, a) # alpha smaller than epsAlpha is set to 0 in CalculateC CalculateC(b1, a) # When alpha = 0 C is calculated by GenQR insetad of chol
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