How to annotate boxplots using svyboxplot library in R
https://stackoverflow.com//questions/21036533
-
21-12-2019 - |
italiano
english
français
española
中国
日本の
العربية
Deutsch
한국어
Português
RussianQuestion
I am trying to figure out how to label the boxplots that appear after I use the svyboxplot library for R.
I have tried the following:
svyboxplot(~ALCANYNO~factor(REGION), design=ihisDesign3, xlab='Region', ylab='Frequency', ylim=c(0,10), colnames=c("Northeast", "Midwest", "South", "West"));
SOLUTION: Add the following to factor:
labels = c('Northeast', 'Midwest', 'South', 'West')
This changes the example above to the following:
svyboxplot(~ALCANYNO~factor(REGION,
labels=c('Northeast', 'Midwest', 'South', 'West')),
design=ihisDesign3, xlab='Region', ylab='Frequency',
ylim =c (0, 10))
Solution
I am Creating a dataset to explain:
options(width = 120)
library (survey)
library (KernSmooth)
xd1<-
"xsmoke age_p psu stratum wt8
13601 3 22 2 20 356.5600
32966 3 38 2 45 434.3562
63493 1 32 1 87 699.9987
238175 3 46 1 338 982.8075
174162 3 40 1 240 273.6313
220206 3 33 2 308 1477.1688
118133 3 68 1 159 716.3012
142859 2 23 1 194 1100.9475
115253 2 35 2 155 444.3750
61675 3 31 1 85 769.5963
189813 3 37 1 263 328.5600
226274 1 47 2 318 605.8700
41969 3 71 2 58 597.0150
167667 3 40 2 230 1030.4637
225103 3 37 2 316 349.6825
49894 3 70 2 68 517.7862
98075 3 46 2 130 1428.7225
180771 3 50 1 250 652.4188
137057 3 42 1 186 590.2100
77705 2 23 1 105 1687.2450
89106 3 48 1 118 407.6513
208178 3 50 1 290 556.5000
100403 3 52 2 133 1481.8200
221571 1 27 2 310 833.5338
10823 2 72 1 16 1807.6425
108431 3 71 2 145 945.6263
68708 1 46 1 94 1989.3775
23874 3 23 2 33 1707.8775
150634 3 19 2 206 761.1500
231232 3 42 2 326 1487.4113
184654 2 42 2 255 1715.2375
215312 3 57 1 300 483.5663
40713 2 57 2 56 2042.2762
130309 3 23 1 177 948.5625
25515 2 55 1 35 2719.7525
235612 2 83 2 333 603.3537
13755 2 36 2 20 265.1938
2441 3 33 1 4 1062.1200
157327 3 77 1 215 2010.6600
66502 3 20 2 91 1122.9725
230778 1 55 2 325 1207.3025
74805 3 54 1 101 1028.5150
166556 1 50 1 229 1546.9450
91914 1 68 1 121 428.5350
89651 3 59 2 118 143.5437
149329 3 44 2 204 1064.7725
212700 2 59 2 295 1050.1163
454 1 79 1 1 275.5700
125639 1 27 1 170 785.1037
55442 3 47 1 76 950.3312
145132 3 77 1 197 1269.2287
123069 3 24 1 167 216.1937
188301 1 55 2 260 426.6313
852 2 66 2 1 1443.4887
3582 3 81 1 6 790.8412
235423 1 44 2 333 659.4238
42175 2 40 1 59 1089.6762
57033 3 43 1 78 226.8750
177273 2 85 1 244 392.7200
218558 3 40 2 305 1680.2700
27784 2 45 1 39 280.0550
81823 3 43 1 110 965.0438
76344 3 26 1 103 1095.6012
114916 3 56 2 154 436.8838
35563 3 78 1 49 333.2875
192279 3 30 2 267 722.0312
61315 1 48 2 84 1426.5725
219903 3 43 1 308 791.5738
42612 3 25 1 60 658.1387
178488 3 33 2 246 675.1912
9031 1 27 2 14 989.4863
145092 2 64 1 197 960.1912
71885 3 53 2 97 595.4050
38137 2 75 1 53 1004.0912
140149 1 21 1 190 1870.9350
162052 3 25 1 223 892.7775
89527 2 39 2 118 518.1050
59650 3 26 2 82 432.7837
24709 2 84 1 34 453.9013
18933 3 85 1 27 582.3288
24904 3 35 2 34 1027.5287
213668 3 39 1 298 3174.1925
110509 3 30 1 149 469.8188
72462 3 63 1 98 386.2163
152596 3 19 1 209 1328.2188
17014 4 62 1 24 294.9250
33467 2 50 1 46 1601.4575
5241 3 33 1 9 1651.0988
215094 3 23 1 300 427.6313
88885 1 21 1 118 1092.2613
204868 2 60 2 285 781.2325
157415 2 31 2 215 1323.5750
71081 2 44 2 96 1059.2088
25420 3 38 1 35 530.7413
144226 1 27 1 196 1126.3112
47888 3 46 2 66 965.4050
216179 3 29 2 301 1237.6463
29172 3 68 1 41 1025.9738
168786 1 47 1 232 680.6213
94035 2 23 2 124 330.4563
170542 1 25 2 234 757.2287
160331 2 33 2 220 636.3900
124163 3 80 2 167 287.6988
71442 2 37 1 97 442.2300
80191 2 74 2 107 871.0338
199309 3 29 2 277 485.2337
91293 3 35 2 120 138.3187
219524 2 68 1 307 609.5862
119336 3 85 2 160 149.7612
31814 3 68 1 44 396.6913
54920 1 28 2 75 532.7175
161034 3 29 2 221 791.0100
177037 1 50 1 244 626.2400
119963 1 54 1 162 374.1062
107972 2 58 1 145 944.8863
22932 3 60 1 32 310.6413
54197 3 23 2 74 931.2737
209598 3 23 1 292 1078.2950
213604 1 74 2 297 588.5000
146480 3 27 1 200 212.0588
162463 3 55 2 223 1202.0925
215534 3 33 2 300 430.3938
100703 1 53 1 134 463.6200
162588 3 27 1 224 612.0250
222676 1 35 1 312 292.7000
220052 3 84 1 308 1301.4738
131382 3 36 1 178 825.9512
102117 3 28 1 137 451.4075
70362 3 52 2 95 185.2562
188757 3 22 2 261 704.3913
215878 2 37 1 301 789.9837
45820 3 18 2 64 2019.4137
84860 3 47 1 113 149.0200
110581 3 37 1 149 526.0775
207650 3 51 2 289 688.0538
40723 3 59 2 56 497.6050
169663 3 19 2 233 845.0362
191955 1 36 1 267 735.7350
213816 3 18 2 298 2275.3513
120967 3 48 2 163 1055.3238
209430 2 42 2 291 1771.0225
21235 3 21 1 30 1204.5663
131326 3 29 1 178 331.9588
19667 1 57 1 28 638.9138
74743 2 48 1 101 1208.8763
178672 3 66 2 246 338.2013
100174 3 24 2 133 1733.6275
69046 3 24 2 94 542.4863
79960 1 41 2 107 567.6363
108591 2 42 1 146 978.3775
235635 3 24 1 334 1382.9437
187426 2 54 2 259 478.2362
28728 3 39 2 40 1165.6175
205348 3 32 2 286 1082.9913
218812 3 30 1 306 308.1037
168389 3 48 2 231 593.2475
145479 1 21 1 198 864.2663
105170 2 40 1 141 1016.7862
155753 2 78 2 212 1109.0025
169399 3 28 1 233 1467.1363
55664 1 63 1 76 904.3763
74024 2 51 1 100 547.5538
85558 1 25 1 114 893.8825
142684 3 54 2 193 1203.3212
198792 1 22 1 277 1800.3325
82603 3 70 2 110 827.3763
171036 2 50 2 235 2003.9725
1616 1 42 2 2 590.5662
57042 3 45 1 78 1021.7287
45100 2 38 2 63 1807.9288
134828 2 28 1 183 715.1187
91167 3 26 2 120 480.1950
170605 3 40 2 234 507.2763
175869 3 77 1 242 386.2987
81594 2 82 2 109 580.0838
37426 1 20 2 52 1159.1613
113799 3 85 1 153 459.5450
24721 3 18 2 34 2912.7575
26297 3 45 2 36 1304.4925
57074 1 51 1 78 602.2112
185000 3 34 1 256 583.5738
94196 3 44 2 124 2344.1087
80656 3 45 2 108 1340.9713
14849 1 46 1 22 967.2525
145730 2 73 1 198 418.8037
56633 3 34 2 77 1011.5488
273 2 54 1 1 786.2138
60567 1 40 2 83 315.2925
47788 1 38 2 66 1105.9188
76943 2 53 2 103 537.7062
165014 3 34 1 227 824.3125
188444 3 22 1 261 623.2225
29043 1 35 1 41 724.9025
165578 3 25 1 228 596.0275
50702 3 43 2 69 985.9662
197621 3 39 2 275 1310.1163
26267 3 41 2 36 1030.3900
29565 1 60 2 41 920.8550
20060 3 36 2 28 157.2188
119780 2 20 1 162 863.8100"
tor <- read.table(textConnection(xd1), header=TRUE, as.is=TRUE)
# Grouping variable "xsmoke" must be a factor
tor$xsmoke <- factor(tor$xsmoke,levels=c (1,2,3),
labels=c('Current SMK','Former SMK', 'Never Smk'), ordered=TRUE)
is.factor(tor$xsmoke)
# object with survey design variables and data
nhis <- svydesign (id=~psu,strat=~stratum, weights=~wt8, data=tor, nest=TRUE)
MyBreaks <- c(18, 25, 35, 45, 55, 65, 75, 85)
svyboxplot (age_p~xsmoke,
subset (nhis, age_p>=0),
col=c("red", "yellow", "green"), medcol="blue",
varwidth=TRUE, all.outliers=TRUE,
ylab="Age at Interview",
xlab=" "
)
The Factor variable xsmoke is coded as tor$xsmoke <- factor(tor$xsmoke,levels=c (1,2,3),
labels=c('Current SMK','Former SMK', 'Never Smk'), ordered=TRUE) which should be useful
__________________________________________enter code here
Licensed under: CC-BY-SA with attribution
Not affiliated with StackOverflow
