| bigRfit | R Documentation | 
An implementation of rank-based estimation when working with big data. Uses step scores to increase the speed. Requires at least 2003 records in the dataset.
bigRfit(x, y, B = 1001, scores = Rfit::wscores, max.iter = 100, eps = (.Machine$double.eps)^0.625)
| x | n by p design matrix | 
| y | n by 1 response vector | 
| B | number of breaks (number of 'buckets' + 1) | 
| scores | an object of class scores | 
| max.iter | maximum number of iterations | 
| eps | stopping criteria | 
| coefficients | estimated regression coefficents with intercept | 
| residuals | the residuals, i.e. y-yhat | 
:
| fitted.values | yhat = x betahat | 
| scores | score function used in estimation | 
| x | design matrix w/ intercept added (ie cbind(1,x)) | 
| y | original response vector | 
| tauhat | estimated value of the scale parameter tau | 
| taushat | estimated value of the scale parameter tau_s | 
| symmetric | currently set to TRUE (needed for helper functions down the line) | 
| iter | number of iterations | 
| D1 | final model dispersion | 
| D0 | null model dispersion | 
| converage | convergance status (logical) | 
| qrx1 | result of call to qr of cbind(1,x) | 
John Kloke johndkloke@gmail.com
Hettmansperger, T.P. and McKean J.W. (2011), Robust Nonparametric Statistical Methods, 2nd ed., New York: Chapman-Hall.
Rfit 
n <- 10^4; p <- 10
x <- matrix(rnorm(n*p),ncol=p)
y <- rnorm(n)
#system.time(fit0 <- rfit(y~x))
#summary(fit0)
#system.time(fit1 <- bigRfit(x,y))
#summary(fit1)
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