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T2_MAN , n=92 min max mean median std range 25 quartile 50 quartile

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Presentation on theme: "T2_MAN , n=92 min max mean median std range 25 quartile 50 quartile"— Presentation transcript:

1 T2_MAN , n=92 min max mean median std range 25 quartile 50 quartile
0.44 max 21.69 mean 4.7647 median 3.27 std 3.9474 range 21.25 25 quartile 1.995 50 quartile 75 quartile 6.355 The tops and bottoms of each "box" are the 25th and 75th percentiles of the samples The distances between the tops and bottoms are the interquartile ranges The line in the middle of each box is the sample median. If the median is not centered in the box, it shows sample skewness The "whiskers" are lines extending above and below each box. Whiskers are drawn from the ends of the interquartile ranges to the furthest observations within the whisker length (the adjacent values). Observations beyond the whisker length are marked as outliers. By default, an outlier is a value that is more than 1.5 times the interquartile range away from the top or bottom of the box, but this value can be adjusted with additional input arguments. Outliers are displayed with a red + sign.

2 BPF_MAN min 0.7327 max 0.9158 mean 0.8433 median std range 25 quartile
0.8451 std 0.0435 range 0.1831 25 quartile 0.8168 50 quartile 75 quartile 0.879

3 Data with Gd enhancing lesions

4 Dendrogram or hierarchical cluster tree X=[T2LV_MAN,BPF_MAN]
Standardized Euclidean distance. Each coordinate in the sum of squares is inverse weighted by the sample variance of that coordinate. Linkage with inner squared distance (minimum variance algorithm)

5 Natural Divisions in Data

6 Cutoff at 3, 4,5, 6,7 clusters

7 Cluster 1 2 3 4 5 6 7 n 11 16 31 22 T2LV_MAN 12.525 8.5909 5.8363 2.1274 3.6075 2.6077 18.785 BPF_MAN 0.8335 0.7966 0.8755 0.8784 0.7447 0.823 0.7473


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