difference scale shape
0.4513974 0.8795212 2.6346374
(IS IT THAT THESE GIVE THE SCALE AND SHAPE PARAMETER ESTIMATES OF FRECHET.?)
OUTPUT # (E)
fitted(fit3)[1:5,]
[1] 1.339454 1.339454 1.33954 1.339454 1.339454
(WHAT DOES THIS MEAN?)
OUTPUT # (F)
mean(y)
[1] 1.439024
OUTPUT # (G)
weights(fit3, type="w")[1:5,]
[,1] [,2] [,3] [,4] [,5] [,6]
[1,] 24.264915 46.60547 38.864660 -33.624853 40.492033 -29.075460
[2,] 7.599936 14.18608 1.554636 -9.724618 2.440009 -2.670739
[3,] 6.486803 26.53437 1.855081 -12.926846 -5.700736 2.433455
[4,] 16.768849 37.36856 36.299447 -25.025068 34.078418 -22.643518
[5,] 9.562077 15.87083 2.671884 -11.625172 4.418292 -4.454716
(WHAT DOES THIS MEAN?)
OUTPUT # (H)
vcov(fit3)
(Intercept)1 (Intercept)2 (Intercept):3
(Intercept) : 1 0.0022605491 0.0021317673 -1.576056e-04
(Intercept) : 2 0.0021317673 0.0020926942 -1.780387e-04
(Intercept) : 3 -0.0001576056 -0.0001780387 3.892675e-05
Warning message:
In summaryvlm(object, corr = FALSE, dispersion = dispersion) : the estimated variance-covariance matrix is usually inaccurate as the working weight matrices are a crude BFGS quasi-Newton approximation
OUTPUT # (I)
fit3 at extra$location[1:3] # Estimate of the location parameter
1 2 3
0.06930899 0.06930899 0.06930899
(What does this MEAN? IS IT THAT 'D' gives SCALE and SHAPE parameter whereas this gives me LOCATION parameter?)
OUTPUT # (J)
fit3 at extra$LHSanchor # Anchor point
[1] 0.520733
(What does this mean?)
My problem is to calculate the estimators of 3 Parameter FRECHET distribution. Which of the above figures give me estimates of the three parameters of the FRECHET distribution.
With regards and thanking in advance,
Maithili
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