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2003 Jul 17
0
Silverman modality test
...ength(modes))[modes==-2] modes <- sum (modes) return (modes) } hcrit <- function (x, n, e=.0001) # Returns the minimal window width such that the kernel density estimate # of x has n modes. { minw <- min (abs (diff (x))) maxw <- (max (x) - min (x))/2 winN <- maxw winN1 <- minw while (abs(winN-winN1)>e) { modes <- nbmodes (x, winN) winN1 <- winN if (modes > n) { minw <- winN winN <- (winN + maxw)/2 } else { maxw <- winN winN <- (winN - minw)/2...