Perform bootstrapping on transition networks created from
sequence data stored in a tna
object. Bootstrapped estimates
of edge weights are returned with confidence intervals and significance
testing.
Usage
bootstrap(x, ...)
# S3 method for class 'tna'
bootstrap(
x,
iter = 1000,
level = 0.05,
method = "stability",
threshold,
consistency_range = c(0.75, 1.25),
...
)
# S3 method for class 'group_tna'
bootstrap(
x,
iter = 1000,
level = 0.05,
method = "stability",
threshold,
consistency_range = c(0.75, 1.25),
...
)
Arguments
- x
A
tna
or agroup_tna
object created from sequence data.- ...
Ignored.
- iter
An
integer
specifying the number of bootstrap samples to draw. Defaults to1000
.- level
A
numeric
value representing the significance level for hypothesis testing and confidence intervals. Defaults to0.05
.- method
A
character
string. This argument defines the bootstrap test statistic. The"stability"
option (the default) compares edge weights against a range of "consistent" values defined byconsistency_range
. Weights that fall outside this range are considered insignificant. In other words, an edge is considered significant if its value is within the range in(1 - level)
* 100% of the bootstrap samples. The"threshold"
option instead compares the edge weights against a user-specifiedthreshold
value.- threshold
A
numeric
value to compare edge weights against. The default is the 10th percentile of the edge weights. Used only whenmethod = "threshold"
.- consistency_range
A
numeric
vector of length 2. Determines how much the edge weights may deviate (multiplicatively) from their observed values (below and above) before they are considered insignificant. The default isc(0.75, 1.25)
which corresponds to a symmetric 25% deviation range. Used only whenmethod = "stability"
.
Value
A tna_bootstrap
object which is a list
containing the
following elements:
weights_orig
: The original edge weightmatrix
.weights_sig
: Thematrix
of significant transitions (those with estimated p-values below the significance level).weights_mean
: The mean weightmatrix
from the bootstrap samples.weights_sd
: The standard deviationmatrix
from the bootstrap samples.cr_lower
: The lower boundmatrix
of the consistency range for the edge weights.cr_upper
: The upper boundmatrix
of the consistency range for the edge weights.ci_lower
: The lower boundmatrix
of the bootstrap confidence intervals for the edge weights.ci_upper
: The upper boundmatrix
of the bootstrap confidence intervals for the edge weights.p_values
: Thematrix
of estimated p-values for the edge weights.summary
: Adata.frame
summarizing the edges, their weights, p-values, statistical significance, consistency ranges, and confidence intervals.
If x
is a group_tna
object, the output is a group_tna_bootstrap
object, which is a list
of tna_bootstrap
objects.
Details
The function first computes the original edge weights for the specified
cluster from the tna
object. It then performs bootstrapping by resampling
the sequence data and recalculating the edge weights for each
bootstrap sample. The mean and standard deviation of the transitions are
computed, and confidence intervals are derived. The function also estimates
p-values for each edge and identifies significant edges based on
the specified significance level. A matrix of significant edges
(those with estimated p-values below the significance level) is generated.
Additional statistics on removed edges (those not considered
significant) are provided.
All results, including the original transition matrix, bootstrapped estimates, and summary statistics for removed edges, are returned in a structured list.
See also
Validation functions
deprune()
,
estimate_cs()
,
permutation_test()
,
permutation_test.group_tna()
,
plot.group_tna_bootstrap()
,
plot.group_tna_permutation()
,
plot.group_tna_stability()
,
plot.tna_bootstrap()
,
plot.tna_permutation()
,
plot.tna_stability()
,
print.group_tna_bootstrap()
,
print.group_tna_permutation()
,
print.group_tna_stability()
,
print.summary.group_tna_bootstrap()
,
print.summary.tna_bootstrap()
,
print.tna_bootstrap()
,
print.tna_permutation()
,
print.tna_stability()
,
prune()
,
pruning_details()
,
reprune()
,
summary.group_tna_bootstrap()
,
summary.tna_bootstrap()
Examples
model <- tna(group_regulation)
# Small number of iterations for CRAN
bootstrap(model, iter = 10)
#> Non-significant Edges
#>
#> from to weight p_value cr_lower cr_upper
#> 2 cohesion adapt 0.0029498525 0.72727273 0.0022123894 0.003687316
#> 3 consensus adapt 0.0047400853 0.18181818 0.0035550640 0.005925107
#> 4 coregulate adapt 0.0162436548 0.27272727 0.0121827411 0.020304569
#> 5 discuss adapt 0.0713743356 0.09090909 0.0535307517 0.089217920
#> 6 emotion adapt 0.0024673951 0.54545455 0.0018505464 0.003084244
#> 7 monitor adapt 0.0111653873 0.18181818 0.0083740405 0.013956734
#> 8 plan adapt 0.0009745006 0.54545455 0.0007308754 0.001218126
#> 9 synthesis adapt 0.2346625767 0.09090909 0.1759969325 0.293328221
#> 10 adapt cohesion 0.2730844794 0.09090909 0.2048133595 0.341355599
#> 11 cohesion cohesion 0.0271386431 0.18181818 0.0203539823 0.033923304
#> 12 consensus cohesion 0.0148522673 0.09090909 0.0111392005 0.018565334
#> 13 coregulate cohesion 0.0360406091 0.18181818 0.0270304569 0.045050761
#> 14 discuss cohesion 0.0475828904 0.09090909 0.0356871678 0.059478613
#> 15 emotion cohesion 0.3253436729 0.09090909 0.2440077547 0.406679591
#> 16 monitor cohesion 0.0558269365 0.18181818 0.0418702024 0.069783671
#> 17 plan cohesion 0.0251745980 0.09090909 0.0188809485 0.031468248
#> 18 synthesis cohesion 0.0337423313 0.18181818 0.0253067485 0.042177914
#> 19 adapt consensus 0.4774066798 0.09090909 0.3580550098 0.596758350
#> 20 cohesion consensus 0.4979351032 0.09090909 0.3734513274 0.622418879
#> 21 consensus consensus 0.0820034761 0.09090909 0.0615026070 0.102504345
#> 22 coregulate consensus 0.1345177665 0.09090909 0.1008883249 0.168147208
#> 23 discuss consensus 0.3211845103 0.09090909 0.2408883827 0.401480638
#> 24 emotion consensus 0.3204088826 0.09090909 0.2403066620 0.400511103
#> 25 monitor consensus 0.1591067690 0.09090909 0.1193300768 0.198883461
#> 26 plan consensus 0.2904011694 0.09090909 0.2178008771 0.363001462
#> 27 synthesis consensus 0.4662576687 0.09090909 0.3496932515 0.582822086
#> 28 adapt coregulate 0.0216110020 0.54545455 0.0162082515 0.027013752
#> 29 cohesion coregulate 0.1191740413 0.09090909 0.0893805310 0.148967552
#> 30 consensus coregulate 0.1877073787 0.09090909 0.1407805340 0.234634223
#> 31 coregulate coregulate 0.0233502538 0.09090909 0.0175126904 0.029187817
#> 32 discuss coregulate 0.0842824601 0.09090909 0.0632118451 0.105353075
#> 33 emotion coregulate 0.0341910469 0.09090909 0.0256432852 0.042738809
#> 34 monitor coregulate 0.0579204466 0.09090909 0.0434403350 0.072400558
#> 35 plan coregulate 0.0172161767 0.09090909 0.0129121325 0.021520221
#> 36 synthesis coregulate 0.0444785276 0.36363636 0.0333588957 0.055598160
#> 37 adapt discuss 0.0589390963 0.27272727 0.0442043222 0.073673870
#> 38 cohesion discuss 0.0595870206 0.18181818 0.0446902655 0.074483776
#> 39 consensus discuss 0.1880233844 0.09090909 0.1410175383 0.235029231
#> 40 coregulate discuss 0.2736040609 0.09090909 0.2052030457 0.342005076
#> 41 discuss discuss 0.1948873703 0.09090909 0.1461655277 0.243609213
#> 42 emotion discuss 0.1018681706 0.09090909 0.0764011280 0.127335213
#> 43 monitor discuss 0.3754361479 0.09090909 0.2815771110 0.469295185
#> 44 plan discuss 0.0678902063 0.09090909 0.0509176547 0.084862758
#> 45 synthesis discuss 0.0628834356 0.27272727 0.0471625767 0.078604294
#> 46 adapt emotion 0.1198428291 0.09090909 0.0898821218 0.149803536
#> 47 cohesion emotion 0.1156342183 0.09090909 0.0867256637 0.144542773
#> 48 consensus emotion 0.0726813083 0.09090909 0.0545109812 0.090851635
#> 49 coregulate emotion 0.1720812183 0.09090909 0.1290609137 0.215101523
#> 50 discuss emotion 0.1057960010 0.09090909 0.0793470008 0.132245001
#> 51 emotion emotion 0.0768417342 0.09090909 0.0576313007 0.096052168
#> 52 monitor emotion 0.0907187718 0.09090909 0.0680390789 0.113398465
#> 53 plan emotion 0.1468247523 0.09090909 0.1101185642 0.183530940
#> 54 synthesis emotion 0.0705521472 0.18181818 0.0529141104 0.088190184
#> 55 adapt monitor 0.0333988212 0.27272727 0.0250491159 0.041748527
#> 56 cohesion monitor 0.0330383481 0.09090909 0.0247787611 0.041297935
#> 57 consensus monitor 0.0466108390 0.09090909 0.0349581292 0.058263549
#> 58 coregulate monitor 0.0862944162 0.09090909 0.0647208122 0.107868020
#> 59 discuss monitor 0.0222728423 0.09090909 0.0167046317 0.027841053
#> 60 emotion monitor 0.0363059570 0.09090909 0.0272294677 0.045382446
#> 61 monitor monitor 0.0181437544 0.18181818 0.0136078158 0.022679693
#> 62 plan monitor 0.0755237941 0.09090909 0.0566428455 0.094404743
#> 63 synthesis monitor 0.0122699387 0.63636364 0.0092024540 0.015337423
#> 64 adapt plan 0.0157170923 0.54545455 0.0117878193 0.019646365
#> 65 cohesion plan 0.1410029499 0.09090909 0.1057522124 0.176253687
#> 66 consensus plan 0.3957971243 0.09090909 0.2968478433 0.494746405
#> 67 coregulate plan 0.2390862944 0.09090909 0.1793147208 0.298857868
#> 68 discuss plan 0.0116426221 0.18181818 0.0087319666 0.014553278
#> 69 emotion plan 0.0997532605 0.09090909 0.0748149454 0.124691576
#> 70 monitor plan 0.2156315422 0.09090909 0.1617236567 0.269539428
#> 71 plan plan 0.3742082183 0.09090909 0.2806561637 0.467760273
#> 72 synthesis plan 0.0751533742 0.18181818 0.0563650307 0.093941718
#> 74 cohesion synthesis 0.0035398230 0.54545455 0.0026548673 0.004424779
#> 75 consensus synthesis 0.0075841365 0.18181818 0.0056881024 0.009480171
#> 76 coregulate synthesis 0.0187817259 0.36363636 0.0140862944 0.023477157
#> 77 discuss synthesis 0.1409769679 0.09090909 0.1057327259 0.176221210
#> 78 emotion synthesis 0.0028198802 0.54545455 0.0021149101 0.003524850
#> 79 monitor synthesis 0.0160502442 0.18181818 0.0120376832 0.020062805
#> 80 plan synthesis 0.0017865844 0.36363636 0.0013399383 0.002233230
#> ci_lower ci_upper
#> 2 0.0007146923 0.005853452
#> 3 0.0031162999 0.005670046
#> 4 0.0132977590 0.023854536
#> 5 0.0638149019 0.077541151
#> 6 0.0013932185 0.003958716
#> 7 0.0084833480 0.016781683
#> 8 0.0006938210 0.001610183
#> 9 0.1997386662 0.265442566
#> 10 0.2438849341 0.302781017
#> 11 0.0204571493 0.034753199
#> 12 0.0121010910 0.017028585
#> 13 0.0336605579 0.047170932
#> 14 0.0407473912 0.051709383
#> 15 0.3197919209 0.347638871
#> 16 0.0546041045 0.068622062
#> 17 0.0214130553 0.027621960
#> 18 0.0243012422 0.041056741
#> 19 0.4362729741 0.511017683
#> 20 0.4815855147 0.511561367
#> 21 0.0795857757 0.085315095
#> 22 0.1278009206 0.142560246
#> 23 0.3100289980 0.331382767
#> 24 0.3056782519 0.334150476
#> 25 0.1406519454 0.165914290
#> 26 0.2897859163 0.302470422
#> 27 0.4513647874 0.475278524
#> 28 0.0121493300 0.028801170
#> 29 0.1081870658 0.135100592
#> 30 0.1843548395 0.195524913
#> 31 0.0195131497 0.028706760
#> 32 0.0770015788 0.089252192
#> 33 0.0307200308 0.037245795
#> 34 0.0481798000 0.064730096
#> 35 0.0158511458 0.019165171
#> 36 0.0313375538 0.055543135
#> 37 0.0474711583 0.085000194
#> 38 0.0515186393 0.075129917
#> 39 0.1822526683 0.194385937
#> 40 0.2528697655 0.290699150
#> 41 0.1820757887 0.206331967
#> 42 0.0909250529 0.104716602
#> 43 0.3515781781 0.388930476
#> 44 0.0609293156 0.070684171
#> 45 0.0394863054 0.080687712
#> 46 0.0969844733 0.127203672
#> 47 0.1035633798 0.122529637
#> 48 0.0667320936 0.078623799
#> 49 0.1643910620 0.187999322
#> 50 0.1016735093 0.110177555
#> 51 0.0725146125 0.081013369
#> 52 0.0794946880 0.101194839
#> 53 0.1415594269 0.156462951
#> 54 0.0632843893 0.093488294
#> 55 0.0239102782 0.044347108
#> 56 0.0256797285 0.037207034
#> 57 0.0416597861 0.047196375
#> 58 0.0787334698 0.089710913
#> 59 0.0196590606 0.025546163
#> 60 0.0314658644 0.044426298
#> 61 0.0146094279 0.025527662
#> 62 0.0713841143 0.081492917
#> 63 0.0064481930 0.023259576
#> 64 0.0138291810 0.027566625
#> 65 0.1274385142 0.162001188
#> 66 0.3860720820 0.401296741
#> 67 0.2293979651 0.250658721
#> 68 0.0102359407 0.014716862
#> 69 0.0900343110 0.104770720
#> 70 0.2016383750 0.233177807
#> 71 0.3607978815 0.372833260
#> 72 0.0642758596 0.096421129
#> 74 0.0017301136 0.004762985
#> 75 0.0063464408 0.009617559
#> 76 0.0112842922 0.024291955
#> 77 0.1372504389 0.150918653
#> 78 0.0017208090 0.003462984
#> 79 0.0126187487 0.019941206
#> 80 0.0011731180 0.002271774