Description Usage Arguments Value Examples
View source: R/freedom_functions_2.R
Calculates sample size required for a specified population sensitivity, for a given population size, cut-point number of positives and other parameters, using Freecalc algorithm. All paramaters must be scalars
1 | n.freecalc(N, sep = 0.95, c = 1, se, sp = 1, pstar, minSpH = 0.95)
|
N |
population size |
sep |
target population sensitivity |
c |
The cut-point number of positives to classify a cluster as positive, default=1, if positives < c result is negative, >= c is positive |
se |
test unit sensitivity |
sp |
test unit specificity, default=1 |
pstar |
design prevalence as a proportion or integer (number of infected units) |
minSpH |
minimium desired population specificity |
a list of 2 elements, a dataframe with 1 row and six columns for the recommended sample size and corresponding values for population sensitivity (SeP), population specificity (SpP), N, c and pstar and a dataframe of n rows with SeP and SpP values for each value of n up to the recommended value
1 2 3 4 | # examples for n.freecalc
n.freecalc(65,0.95,c=1,se=0.95,sp=0.99,pstar=0.05, minSpH=0.9)[[1]]
n.freecalc(65,0.95,c=2,se=0.95,sp=0.99,pstar=0.05, minSpH=0.9)[[1]]
n.freecalc(65,0.95,c=3,se=0.95,sp=0.99,pstar=0.05, minSpH=0.9)
|
n SeP SpP N c pstar
1 10 0.4411522 0.9043821 65 1 0.05
n SeP SpP N c pstar
1 53 0.9219543 0.901309 65 2 0.05
$`Suggested n`
n SeP SpP N c pstar
1 65 0.9210669 0.9724066 65 3 0.05
$`Detailed results`
n SeP SpP
1 1 -2.220446e-16 1.0000000
2 2 0.000000e+00 1.0000000
3 3 7.126328e-05 0.9999990
4 4 2.799267e-04 0.9999960
5 5 6.872050e-04 0.9999901
6 6 1.349589e-03 0.9999804
7 7 2.319037e-03 0.9999660
8 8 3.643163e-03 0.9999461
9 9 5.365417e-03 0.9999197
10 10 7.525261e-03 0.9998862
11 11 1.015834e-02 0.9998446
12 12 1.329664e-02 0.9997944
13 13 1.696866e-02 0.9997347
14 14 2.119957e-02 0.9996649
15 15 2.601134e-02 0.9995842
16 16 3.142290e-02 0.9994921
17 17 3.745028e-02 0.9993878
18 18 4.410676e-02 0.9992708
19 19 5.140298e-02 0.9991406
20 20 5.934707e-02 0.9989964
21 21 6.794479e-02 0.9988379
22 22 7.719966e-02 0.9986644
23 23 8.711302e-02 0.9984754
24 24 9.768421e-02 0.9982706
25 25 1.089106e-01 0.9980493
26 26 1.207879e-01 0.9978112
27 27 1.333099e-01 0.9975559
28 28 1.464689e-01 0.9972829
29 29 1.602556e-01 0.9969918
30 30 1.746593e-01 0.9966823
31 31 1.896681e-01 0.9963540
32 32 2.052686e-01 0.9960066
33 33 2.214465e-01 0.9956397
34 34 2.381860e-01 0.9952530
35 35 2.554708e-01 0.9948463
36 36 2.732832e-01 0.9944192
37 37 2.916050e-01 0.9939716
38 38 3.104169e-01 0.9935031
39 39 3.296990e-01 0.9930135
40 40 3.494307e-01 0.9925026
41 41 3.695909e-01 0.9919702
42 42 3.901577e-01 0.9914161
43 43 4.111089e-01 0.9908402
44 44 4.324218e-01 0.9902421
45 45 4.540733e-01 0.9896219
46 46 4.760401e-01 0.9889793
47 47 4.982983e-01 0.9883142
48 48 5.208240e-01 0.9876264
49 49 5.435930e-01 0.9869160
50 50 5.665810e-01 0.9861827
51 51 5.897635e-01 0.9854265
52 52 6.131161e-01 0.9846474
53 53 6.366140e-01 0.9838451
54 54 6.602328e-01 0.9830198
55 55 6.839479e-01 0.9821712
56 56 7.077347e-01 0.9812995
57 57 7.315689e-01 0.9804045
58 58 7.554261e-01 0.9794862
59 59 7.792822e-01 0.9785447
60 60 8.031132e-01 0.9775798
61 61 8.268953e-01 0.9765917
62 62 8.506049e-01 0.9755803
63 63 8.742187e-01 0.9745456
64 64 8.977137e-01 0.9734877
65 65 9.210669e-01 0.9724066
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