Hi,
I have a question on generating random variables based on zipf-mandelbrot
distribution.
So when I execute the following lines:
ZM = lnre ("zm", alpha = 2/3, B=0.1)
zmsample = rlnre (ZM, n =100)
zmsample
It generates 100 random values based on a zipf-mandelbrot distribution as
below. But how do I make sure the generated random number is within the
range of 1 - 6000 only? Can I include that as one of the parameters in
rlnre?
Thank you for your help!
[1] 5 9 4 396 1435 2 2 4
[9] 6 11 11 5 18 8 2
13
[17] 3 5 33 10 1 3 6
17
[25] 2 18 44438 141 155 740009 12
2
[33] 7977 17 10 68 90 25 27
2
[41] 5 37 107 7330 6 119 2
102
[49] 1 30 6 5 4 2 28
7
[57] 6 8396 1169 66 361 2 2
665
[65] 20 1825 9 25 141 7 31
56
[73] 24135 20 20 29 5 13 6
7
[81] 2579 4 21 1 1 12 67800
4
[89] 3 154573 13 29 1 11 48
120
[97] 550 13 15 305 41 1 133
178
[105] 24 476 6 12 1 16 27
22
[113] 20 19 17 75 14 1137 3
36
[121] 7 9 14 14 1 19 257
69
[129] 230 7 1 84 9 11 2
82
[137] 343 193 4 2 47 817 40
4
[145] 37 10 4 39 15 3 97
69
[153] 186 5 52 36 9 9 119
310
[161] 5 777 4 1 2212 1456 38
11
[169] 8 6 20 46 362 1407 5
10
[177] 5940 16822 3 4 5737 59 13
329
[185] 96 379 55 86 16 568 9
23
[193] 3 4 188 20 1 2 292
7
[201] 9 2 17 10465 3 1 15
1040
[209] 350 72 5 2 7 11 57
16
[217] 18 6666278 31 17 80 11 5
211
[225] 3 2 137 7 5 160 4
47
[233] 6 23 104 13 83 62 12
178
[241] 2 16 4 6 1 15 7
5
[249] 2 6 26 241 5 5 2
1
[257] 18 40 8 17 2 94 122
2
[265] 2 27 76 263 2 2515 232
441
[273] 3 20 6 132 191 48 12
57
[281] 13 6 46 3 19 45 5
34
[289] 7 15 50 153 4949 5 2
8
[297] 44 2 3 12 281 4 125
1
[305] 4 9 1294 28 1 126 4
9
[313] 183 805 9 3 37 10874 31
12741
[321] 21 58 2 2 4 94 1
3
[329] 93 216 15 1575 22 20 1
1
[337] 10 26 4 3 13 50 76
93
[345] 10 28 140 4 1906 15 30
1
[353] 2 15 2 4704 8 25 14
7
[361] 159 6 191 6 3 8 12
14
[369] 13 53 11 9 109 39 3
1
[377] 20 91 13 1 1917 222 19
1
[385] 19 9 40 54 2 67 5
1
[393] 18 28 103090 3024 1601 1 5
1
[401] 12 4 22 2 2 260 11
25004832
[409] 7 4 55 1249 5 168 115
11
[417] 7 2 3332 3796 38 2 28
12
[425] 2 35079 295 58 3 84 12
78057
[433] 2 2 178 11 352 1 3
23
[441] 117 148 10 91 10 12 2
79
[449] 67 4 6 47 4 395 10
21
[457] 26 7 3399 4 1 3 13
33
[465] 8 70 13 15 201 18 1623
140
[473] 2658 40 13 9 6 1 27
605
[481] 26 4 248 663 4 2 307
67
[489] 3 4740 129 2466 136 14 144
1
[497] 21 16 3 271
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