Replicate profiles data.frame
Usage
replicate_profiles(
profiles,
replications,
probabilities = NULL,
replacement = TRUE,
seed_used = NULL
)Arguments
- profiles
data.frame of profiles
- replications
integer, final number of observations
- probabilities
vector of probabilities with the same length as the number of rows of profiles. Does not need to add up to 1 (are reweighted)
- replacement
Boolean whether replacement is used
- seed_used
Integer with the seed to be used for consistent results
Examples
replicate_profiles(profiles=data.frame(id=1:100,age=rnorm(100,60,5)),
replications=200,probabilities=rep(1,100))
#> id age
#> 1 81 62.26069
#> 2 15 60.44821
#> 3 61 64.31948
#> 4 37 53.68152
#> 5 69 64.19335
#> 6 38 62.03154
#> 7 82 61.84000
#> 8 100 44.91034
#> 9 50 57.83179
#> 10 9 61.50527
#> 11 15 60.44821
#> 12 91 62.56769
#> 13 73 61.03300
#> 14 89 56.69004
#> 15 92 55.43344
#> 16 49 60.80164
#> 17 8 63.75083
#> 18 73 61.03300
#> 19 29 65.22638
#> 20 34 60.26786
#> 21 40 65.24229
#> 22 35 57.82551
#> 23 11 52.37253
#> 24 60 51.88512
#> 25 77 61.97612
#> 26 53 65.13502
#> 27 29 65.22638
#> 28 46 62.99256
#> 29 91 62.56769
#> 30 94 64.01466
#> 31 54 58.75759
#> 32 78 55.53916
#> 33 78 55.53916
#> 34 85 62.87178
#> 35 96 50.35937
#> 36 44 59.93585
#> 37 62 57.44199
#> 38 24 56.64292
#> 39 87 65.86121
#> 40 94 64.01466
#> 41 60 51.88512
#> 42 67 61.36688
#> 43 8 63.75083
#> 44 26 55.34347
#> 45 52 49.14877
#> 46 53 65.13502
#> 47 78 55.53916
#> 48 28 58.90200
#> 49 70 56.72692
#> 50 57 64.17784
#> 51 45 60.75974
#> 52 88 66.96351
#> 53 13 52.10234
#> 54 33 64.81491
#> 55 76 56.86713
#> 56 56 64.93827
#> 57 19 49.96088
#> 58 70 56.72692
#> 59 12 64.55359
#> 60 30 69.38665
#> 61 74 65.00557
#> 62 6 59.21605
#> 63 12 64.55359
#> 64 43 59.98832
#> 65 61 64.31948
#> 66 21 59.63312
#> 67 52 49.14877
#> 68 84 62.32756
#> 69 11 52.37253
#> 70 49 60.80164
#> 71 90 56.11315
#> 72 45 60.75974
#> 73 29 65.22638
#> 74 7 64.38892
#> 75 90 56.11315
#> 76 16 64.83631
#> 77 33 64.81491
#> 78 70 56.72692
#> 79 30 69.38665
#> 80 44 59.93585
#> 81 50 57.83179
#> 82 26 55.34347
#> 83 38 62.03154
#> 84 8 63.75083
#> 85 38 62.03154
#> 86 100 44.91034
#> 87 21 59.63312
#> 88 89 56.69004
#> 89 13 52.10234
#> 90 21 59.63312
#> 91 75 63.73726
#> 92 29 65.22638
#> 93 23 58.44466
#> 94 60 51.88512
#> 95 10 67.46406
#> 96 49 60.80164
#> 97 32 59.59665
#> 98 91 62.56769
#> 99 23 58.44466
#> 100 54 58.75759
#> 101 3 66.88040
#> 102 54 58.75759
#> 103 40 65.24229
#> 104 2 60.40772
#> 105 58 56.69739
#> 106 46 62.99256
#> 107 63 50.41317
#> 108 7 64.38892
#> 109 67 61.36688
#> 110 34 60.26786
#> 111 17 60.39406
#> 112 23 58.44466
#> 113 39 52.70173
#> 114 69 64.19335
#> 115 17 60.39406
#> 116 42 59.03215
#> 117 28 58.90200
#> 118 36 51.31351
#> 119 13 52.10234
#> 120 31 60.01303
#> 121 15 60.44821
#> 122 47 59.36894
#> 123 75 63.73726
#> 124 7 64.38892
#> 125 41 53.26785
#> 126 86 58.84650
#> 127 41 53.26785
#> 128 47 59.36894
#> 129 97 63.32195
#> 130 79 63.15409
#> 131 49 60.80164
#> 132 100 44.91034
#> 133 31 60.01303
#> 134 20 62.70487
#> 135 79 63.15409
#> 136 89 56.69004
#> 137 33 64.81491
#> 138 93 57.75288
#> 139 93 57.75288
#> 140 82 61.84000
#> 141 37 53.68152
#> 142 69 64.19335
#> 143 28 58.90200
#> 144 97 63.32195
#> 145 14 62.93858
#> 146 34 60.26786
#> 147 64 50.67093
#> 148 26 55.34347
#> 149 94 64.01466
#> 150 61 64.31948
#> 151 38 62.03154
#> 152 62 57.44199
#> 153 62 57.44199
#> 154 90 56.11315
#> 155 65 61.22590
#> 156 88 66.96351
#> 157 94 64.01466
#> 158 58 56.69739
#> 159 76 56.86713
#> 160 41 53.26785
#> 161 16 64.83631
#> 162 96 50.35937
#> 163 26 55.34347
#> 164 4 52.19367
#> 165 24 56.64292
#> 166 25 59.21330
#> 167 57 64.17784
#> 168 68 65.65392
#> 169 51 67.68706
#> 170 13 52.10234
#> 171 66 71.11767
#> 172 64 50.67093
#> 173 27 50.08495
#> 174 25 59.21330
#> 175 37 53.68152
#> 176 32 59.59665
#> 177 79 63.15409
#> 178 24 56.64292
#> 179 48 58.75732
#> 180 85 62.87178
#> 181 27 50.08495
#> 182 48 58.75732
#> 183 85 62.87178
#> 184 35 57.82551
#> 185 52 49.14877
#> 186 79 63.15409
#> 187 19 49.96088
#> 188 1 56.87708
#> 189 97 63.32195
#> 190 53 65.13502
#> 191 14 62.93858
#> 192 58 56.69739
#> 193 5 61.62385
#> 194 97 63.32195
#> 195 3 66.88040
#> 196 59 67.82035
#> 197 76 56.86713
#> 198 20 62.70487
#> 199 31 60.01303
#> 200 46 62.99256