Hello list
I am trying to solve a problem when drawing a figure related to the
dataframe below.
I draw V6 in Y axes and V3 as X axes. The data are grouped by V1 AND V2.
I use this commande to make it:
xyplot(cm[,6]~cm[,3],type="b",group=interaction(cm[,1],cm[,2],sep="/"),
auto.key =list( title="Makespan en fonction de beta", points = FALSE,
columns=2, lines = TRUE)
,data=cm,xlab=expression(beta),ylab="Ratio")
The problem is that, R puts (for example) the entry C/D in the legend,
however, I have no such entry. Note that R it does not draw a line for that
entry.
So, the question : how to do to remove the empty groups from the legend.
Cordially
> cm
V1 V2 V3 V4 V5 V6
1 C L 0.0 732179.0 686983 1.065789
2 C L 0.2 900956.4 686983 1.311468
3 C L 0.4 964725.0 686983 1.404292
4 C L 0.6 1017984.0 686983 1.481818
5 C L 0.8 1064745.8 686983 1.549887
6 C L 1.0 1107269.0 686983 1.611785
7 C S 0.0 803926.0 686983 1.170227
8 C S 0.2 1020492.0 686983 1.485469
9 C S 0.4 1134818.0 686983 1.651887
10 C S 0.6 1223596.0 686983 1.781115
11 C S 0.8 1322548.8 686983 1.925155
12 C S 1.0 1395714.0 686983 2.031657
13 I L 0.0 2628113.0 686983 3.825587
14 I L 0.2 2628113.0 686983 3.825587
15 I L 0.4 2628113.0 686983 3.825587
16 I L 0.6 2628113.0 686983 3.825587
17 I L 0.8 2628113.0 686983 3.825587
18 I L 1.0 2628113.0 686983 3.825587
19 I S 0.0 2628113.0 686983 3.825587
20 I S 0.2 2628113.0 686983 3.825587
21 I S 0.4 2475448.0 686983 3.603361
22 I S 0.6 2475448.0 686983 3.603361
23 I S 0.8 2475448.0 686983 3.603361
24 I S 1.0 2475448.0 686983 3.603361
25 I F 0.0 871670.0 686983 1.268838
26 I F 0.2 1066742.0 686983 1.552792
27 I F 0.4 1136213.0 686983 1.653917
28 I F 0.6 1210547.0 686983 1.762121
29 I F 0.8 1256777.0 686983 1.829415
30 I F 1.0 1304294.0 686983 1.898583
31 I I 0.0 897718.0 686983 1.306754
32 I I 0.2 1123968.0 686983 1.636093
33 I I 0.4 1301097.0 686983 1.893929
34 I I 0.6 1373663.0 686983 1.999559
35 I I 0.8 1424121.0 686983 2.073008
36 I I 1.0 1542813.0 686983 2.245780
37 I D 0.0 937621.0 686983 1.364839
38 I D 0.2 1205063.0 686983 1.754138
39 I D 0.4 1341839.0 686983 1.953235
40 I D 0.6 1431970.0 686983 2.084433
41 I D 0.8 1538944.0 686983 2.240149
42 I D 1.0 1670073.0 686983 2.431025
43 D L 0.0 731904.0 686983 1.065389
44 D L 0.2 900183.0 686983 1.310342
45 D L 0.4 964870.1 686983 1.404504
46 D L 0.6 1017462.8 686983 1.481060
47 D L 0.8 1064435.2 686983 1.549435
48 D L 1.0 1107595.0 686983 1.612260
49 D S 0.0 798289.0 686983 1.162022
50 D S 0.2 1014643.2 686983 1.476955
51 D S 0.4 1125711.8 686983 1.638631
52 D S 0.6 1220923.0 686983 1.777224
53 D S 0.8 1306571.2 686983 1.901897
54 D S 1.0 1399836.0 686983 2.037657
55 D F 0.0 724924.0 686983 1.055229
56 D F 0.2 935413.5 686983 1.361625
57 D F 0.4 1011621.9 686983 1.472557
58 D F 0.6 1071081.6 686983 1.559109
59 D F 0.8 1139325.8 686983 1.658448
60 D F 1.0 1181282.1 686983 1.719522
61 D I 0.0 755841.0 686983 1.100232
62 D I 0.2 964335.0 686983 1.403725
63 D I 0.4 1051233.4 686983 1.530218
64 D I 0.6 1110842.0 686983 1.616986
65 D I 0.8 1193509.0 686983 1.737320
66 D I 1.0 1264249.0 686983 1.840292
67 D D 0.0 751660.0 686983 1.094146
68 D D 0.2 1019735.0 686983 1.484367
69 D D 0.4 1101191.0 686983 1.602938
70 D D 0.6 1191547.0 686983 1.734464
71 D D 0.8 1293433.0 686983 1.882773
72 D D 1.0 1340360.0 686983 1.951082
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