Description Usage Arguments Details Value Author(s) References See Also Examples
The function symbol.plot plots the (two-dimensional) data using different symbols according to the robust mahalanobis distance based on the mcd estimator with adjustment.
1 | symbol.plot(x, quan=1/2, alpha=0.025, ...)
|
x |
two dimensional matrix or data.frame containing the data. |
quan |
amount of observations which are used for mcd estimations. has to be between 0.5 and 1, default ist 0.5 |
alpha |
amount of observations used for calculating the adjusted quantile (see function arw). |
... |
additional graphical parameters |
The function symbol.plot plots the (two-dimensional) data using different symbols. In addition a legend and four ellipsoids are drawn, on which mahalanobis distances are constant. As the legend shows, these constant values correspond to the 25%, 50%, 75% and adjusted (see function arw) quantiles of the chi-square distribution.
outliers |
boolean vector of outliers |
md |
robust mahalanobis distances of the data |
Moritz Gschwandtner <e0125439@student.tuwien.ac.at>
Peter Filzmoser <P.Filzmoser@tuwien.ac.at>
http://cstat.tuwien.ac.at/filz/
P. Filzmoser, R.G. Garrett, and C. Reimann. Multivariate outlier detection in exploration geochemistry. Computers & Geosciences, 31:579-587, 2005.
1 2 3 4 5 6 |
Loading required package: sgeostat
sROC 0.1-2 loaded
$outliers
[1] FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE
[13] FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE
[25] FALSE FALSE FALSE FALSE FALSE FALSE FALSE TRUE FALSE FALSE FALSE FALSE
[37] FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE
[49] FALSE FALSE FALSE FALSE FALSE FALSE TRUE FALSE FALSE FALSE FALSE FALSE
[61] FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE
[73] FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE TRUE
[85] FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE FALSE
[97] FALSE FALSE FALSE FALSE TRUE TRUE TRUE TRUE TRUE TRUE TRUE TRUE
[109] TRUE TRUE
$md
[1] 1.13024250 2.50336807 1.12622782 0.48623021 1.12912146 0.70746739
[7] 0.56254555 0.34806481 1.69845854 1.31832092 0.43170915 1.05622027
[13] 0.77294666 0.52796288 1.03285440 1.01315673 1.18917433 0.74008330
[19] 1.00147022 1.65276244 0.42150962 0.64762837 0.98113250 1.45352877
[25] 1.72368674 2.67241992 1.65077946 1.29098118 2.38882515 0.69432449
[31] 0.82755793 2.94791060 0.99014063 0.73090444 0.59818878 1.11504543
[37] 0.88490392 1.65904658 0.71956410 1.23030531 1.48112170 0.83128535
[43] 0.25140668 1.79430649 0.85553563 0.59465146 1.54924258 0.52076842
[49] 0.29244072 1.52542366 0.22950350 1.04666653 1.29588042 0.70052240
[55] 2.87264582 2.39004676 0.77658749 1.84812677 1.34215640 0.30215641
[61] 0.70299880 1.69011099 2.02427067 0.61525974 0.24103173 0.79674405
[67] 0.89518364 0.97926938 1.69826815 1.08855101 1.48785325 0.54174089
[73] 1.09908292 1.25183990 0.28964088 1.61561191 0.83880792 0.70448599
[79] 0.27326605 1.59222711 1.91705475 0.98338860 0.66409108 2.78680331
[85] 2.40064260 2.11575156 1.34112465 1.05393122 1.46202276 1.14855705
[91] 1.85558176 0.30936412 1.26960538 0.51086629 0.07413088 0.56519331
[97] 0.61138536 0.52201934 0.97717568 0.58158145 7.45695974 9.15951757
[103] 5.29719434 6.80888726 8.51177965 6.90920696 5.46316029 6.00925122
[109] 6.95891011 6.68711704
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