A New Robust Diagnostic Plot for Classifying Good and Bad High Leverage Points in a Multiple Linear Regression Model

Table 4

Original and modified (in the brackets) artificial data set by Kamruzzaman and Imon [11].

Ind.
1	0.9917	0.7067	0.9820 ()
2	0.7006	0.8301	0.6167 ()
3	0.3949 ()	0.7586 ()	0.8862
4	0.9618 ()	0.5460 ()	0.6400
5	0.0042	0.0504	0.7311
6	0.3044	0.3952	0.5180
7	0.3521	0.3140	0.8409
8	0.0993	0.9953	0.8676
9	0.4072	0.4604	0.5702
10	0.1105	0.8435	0.8864
11	0.8282	0.9434	0.2216
12	0.0859	0.3367	0.3921
13	0.9283	0.6090	0.4289
14	0.4926	0.8648	0.6607
15	0.4069	0.2590	0.2028
16	0.0227	0.1896	0.6677
17	0.4129	0.6420	0.3723
18	0.8919	0.8459	0.0634
19	0.1397	0.5453	0.3354
20	0.6295 ()	0.5354 ()	0.5630 ()