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1 usion of 266 patients (38% of the calculated sample size).
2 to limited statistical power (with too small sample sizes).
3 r(2)](1 - E[r(2)])/n, where n is the diploid sample size.
4 nded by indications for surgery or has small sample size.
5 e used in this area to gain power and reduce sample size.
6 ul for rare traits and diseases with limited sample size.
7 e two components in relation to the training sample size.
8 study did not reach its originally selected sample size.
9 pling can be achieved with a fraction of the sample size.
10 hat this conclusion is based on a very small sample size.
11 pe II errors may be present due to the small sample size.
12 -) genome-wide approaches due to the limited sample size.
13 of psychometric properties, and use of small sample size.
14 ce with dimension that grows faster than the sample size.
15 can be accurately evaluated even for a small sample size.
16 ifferences in LD, allele frequencies, and/or sample size.
17 d genome-wide association studies limited by sample size.
18 accuracy; despite the study's limitation of sample size.
19 d experiment to 25% of the normally required sample size.
20 cted first-degree relatives due to the small sample size.
21 ation and assessed for robustness to varying sample size.
22 scopy is time consuming and limited by small sample size.
23 ut 60%, equivalent to a 2.5-fold increase in sample size.
24 power for this was low because of the small sample size.
25 s, although our analysis is limited by small sample size.
26 for prediction must significantly exceed the sample size.
27 de more power and thus may require a smaller sample size.
28 ted individuals increases quadratically with sample size.
29 rmative heterogeneity, but requires enhanced sample-size.
30 ampling therefore require increasingly large sample sizes.
31 urnals did not report how they reached their sample sizes.
32 lyses could vary from 1 to 5 d for different sample sizes.
33 ll the necessary parameters to compute their sample sizes.
34 rials of pharmacotherapy, and they had small sample sizes.
35 power analyses to define minimally required sample sizes.
36 %) studies mentioned how they obtained their sample sizes.
37 ngle hemispheres, leading to higher required sample sizes.
38 ips and if they are exploitable at available sample sizes.
39 nce gain becomes more substantial for larger sample sizes.
40 dels in age/sex prediction across increasing sample sizes.
41 in Pharmacogenetics (PGx) studies with small sample sizes.
42 screen representative joint samples for each sampling size.
43 samples are successfully acquired from each sampling size.
46 31 studies of complex human traits (average sample size 136,000), we show that the Baseline LD model
49 lop NExUS (Network Estimation across Unequal Sample sizes), a Bayesian method that enables joint lear
50 of eicosanoids on infant size due to limited sample size, along with the use of infant size at delive
51 olment of 302 episodes (68.6% of the planned sample size) an unplanned and funder-mandated interim an
52 he prevalence of SUP was 27.92% in the total sample size and 54.38% in peri-implantitis patients.
54 stioned, it has never been tested on a large sample size and at a broad taxonomic scale in mammals.
56 hether key elements of study design, such as sample size and choice of specific statistical tests, ha
59 ently lacks statistical methods to calculate sample size and estimate power for RNA-Seq differential
61 were observed, which may be due to the small sample size and high variability of small sections of hu
62 ividuals were available; this would increase sample size and improve the statistical evidence of asso
63 a revealed this relationship with a moderate sample size and informed our understanding of the geneti
64 asure of LD), such as the bias due to finite sample size and its variance, were based on the special
67 esearch question remains challenging because sample size and power calculations for mediation analyse
68 onger term monitoring would require a larger sample size and prospectively followed up data, focusing
69 rmation for optimizing the tradeoffs between sample size and sequencing depth with the same total rea
71 However, the study is limited by a small sample size and short follow-up duration, and determinat
73 memory, and (3) demonstrate how insufficient sample size and task duration reduce the likelihood of d
74 the combined role of crystalline structure, sample size and temperature on these processes, we perfo
75 ns to determine the relationship between the sample size and the accuracy of the sample mean and vari
76 as several limitations; some include limited sample size and various threats to internal validity.
77 hesize data from several studies, increasing sample size and, consequently, power to detect significa
78 ificant associations, suggesting that larger sample sizes and a homogenous collection of adipose tiss
79 ow that SPACox can efficiently analyze large sample sizes and accurately control type I error rates.
80 nes at Alzheimer's disease loci, but greater sample sizes and cell-type specific data are needed to m
83 eDNA-based detection in particular to reduce sample sizes and help bring clean trade into reach for a
85 roduced mixed findings and mostly had modest sample sizes and measured the exposure during the third
86 study results are often limited due to small sample sizes and methodological differences, thus reduci
87 ciation study (GWAS) analyses, at sufficient sample sizes and power, have successfully revealed biolo
88 ublished in 2018 and 2019, which used larger sample sizes and proxy phenotypes from biobanks, have su
90 e subfield and cellular alterations, but low sample sizes and subject heterogeneity impede establishm
94 of disease outcomes through study design and sample size, and ototoxicity endpoints should be harmoni
95 se of its restricted geographic scope, small sample size, and possible recall bias, which are typical
96 to analytical costs constraining the scope, sample size, and range of congeners analyzed, and variat
98 ad a high risk of bias, primarily due to the sample size, and statistical methods used to develop and
99 trials in this field are few, recruit small sample sizes, and experience deficiencies in design and
100 ferent experimental settings, data types and sample sizes, and includes graphical for experimental de
101 ave often been retrospective, have had small sample sizes, and the duration of follow-up has been sho
102 measures against random subsampling, varying sample sizes, and the number of clusters for each method
103 el-based experimental probes; recruit larger sample sizes; and use single case experimental designs f
108 associated with antidepressant response, the sample sizes are small and the results are difficult to
111 mental parameters with significantly reduced sample size as compared to traditional laboratory-scale
113 causal T2D risk variants with the increased sample size available within UK Biobank (375,736 unrelat
114 collections, and have used relatively small sample sizes (averaging 12 BD cases and 15 controls).
115 field (VF) endpoints currently require large sample sizes because of the slowly-progressive nature of
116 at for such a transition one requires larger sample sizes because the amount of information per sampl
118 and analyses were repeated 1,500 times over sample sizes between 200 and 30,000 patients, with an in
121 ifferences, caused by within-study grain and sample sizes, biodiversity measure, and choice of effect
122 ift, and flowMeans are impacted by increased sample size, but FlowSOM is relatively stable as sample
124 de the sufficient sample capacity for series sampling sizes by setting different propulsion spaces.
125 es was reported in only 5 studies (4.2%) for sample size calculation and 4 studies (3.4%) for statist
126 umber of methods and tools are available for sample size calculation for microarray and RNA-seq in th
128 ly 2 studies (1.7%) performed an appropriate sample size calculation, and 46 (38.7%) chose appropriat
132 se findings provide critical information for sample size calculations of cluster-randomized trials an
138 arguments of heterogeneity, methodology, and sample sizes can be invoked, heterogeneity is a feature,
140 that the methodology and parameters used for sample size determination are inadequately reported in R
142 Subgroup analyses were performed for sex, sample size, displacement duration, visa status, country
143 eatment effect estimation, (3) volatility in sample-size distributions that can cause a nontrivial pr
145 o the assigned study treatment and a reduced sample size due to the early termination of the study.
147 plasticity and towards comprehension of the sample size effects that limit the mechanical reliabilit
148 with large number of predictors and limited sample size, especially when handling binary outcomes.
150 study to prevent decompensation resulted in sample-size estimates 3-to 4-fold lower than using a bin
152 ists document analysis for study power-based sample size estimations using preclinical mouse data to
153 tations included not achieving non-ART group sample size following change in ART treatment guidelines
155 ering a longitudinal approach and sufficient sample size for analyzing gene-environment interactions
156 ented with MultiML, an algorithm to estimate sample size for machine learning classification problems
157 72 vs. 148) and 25% (36 vs. 142) of original sample size for MAIC of benralizumab vs. mepolizumab and
160 of Health (NIH) criteria were included, the sample sizes for the subtype GWAS were small, and the GW
162 al large-scale rock joints, nine consecutive sampling sizes from 100 mm x 100 mm to 900 mm x 900 mm a
164 modate general environment variables, modest sample sizes, heterogeneous noise, and binary traits.
168 compared with intermediate-risk cohorts, the sample size in these trials was smaller and the total nu
172 rectomy to gastric bypass are limited by low sample size (in randomized trials) and selection bias (i
175 imitations of this pilot study are the small sample size, inclusion of participants with relatively m
180 d good predictive models especially when the sample size is limited and the number of features is hig
181 s) times simpler than that of GEMMA when the sample size is way smaller than the number of markers.
182 of the joint surface morphology at different sampling sizes is measured by the 3D roughness parameter
183 cuity minimums, exclusion of bilateral eyes, sample size issues, demographics (age, gender, and ethni
184 ay be explained by potential selection bias, sample size issues, or a difference in underlying pathol
186 Overall, many studies were limited by their sample size, lack of clearly documented clinical staging
187 surrogate insulin sensitivity indices, small sample sizes, lack of blinding, and short follow-up dura
189 methodologic limitations, including a small sample size leading to wide CIs and an overall lack of d
194 ve trends using milk samples suggests larger sample sizes may validate the Lionex-test in accurately
196 vide empirical support across eight studies (sample size N = 1,029,900) from the United States, Austr
197 rted difference would likely recur, with the sample size n used for statistical tests representing bi
199 in two independent datasets, given the total sample size (n = 84) and single setting, they warrant te
200 es: (a) matching by chronological age (human sample size: n = 562), or (b) matching by accounting for
202 f suicidal behavior; however, collecting the sample sizes necessary for successful genetic studies ha
203 in a genetic dataset increases rapidly with sample size, necessitating relatedness modeling and enab
204 otential bias from factors such as different sample size, number of features, as well as class distri
205 .44%, and 13.11% over random selection for a sample size of 100, 500, and 1,000 in the MNIST dataset,
209 a difference of 2.5% between the 2 groups, a sample size of 1154 patients was needed to prove superio
210 For this non-inferiority trial, the total sample size of 198 is based on an expected local recurre
216 Using previous data, we determined that a sample size of 88 subjects would provide 90% power to de
220 Power analysis is essential to decide the sample size of metagenomic sequencing experiments in a c
221 s; P(corrected) = 0.046), although the small sample size of these preliminary analyses warrants cauti
223 applications as the ancestral diversity and sample sizes of genome-wide association studies increase
227 research, especially in an era of very large sample sizes, often ignore the developmental context.
228 to illustrate the effects of task length and sample size on power to detect the acute effect of THC o
230 , kernel, and linear models as a function of sample size on UKBiobank brain images against establishe
231 ast, during adulthood, despite a much larger sample size, only two genes showed significant different
235 t data in epidemiological studies with small sample size, particularly when studying biomedical data
236 earby caves in a cave-dense region, (3) good sample sizes per cave, (4) multiple taxa, and (5) genome
239 cross heterogeneous sub-populations, varying sample sizes pose a challenge in the estimation and infe
240 the order of hundreds of thousands, yet low sample sizes, poses great challenge for machine learning
241 s of sample manipulation, so obtaining large sample sizes presents a major challenge as it can be lab
249 were included in the systematic review with sample sizes ranging from 2-457, an average success rate
251 ased method, to provide power evaluation and sample size recommendation for single-cell RNA-sequencin
255 ariation to estimate with 95% confidence the sample sizes required to observe 90% variability of the
256 d OCT endpoints led to a 31-33% reduction in sample size requirements compared to using VF endpoints
259 Limitations included a relatively small sample size, retrospective nature, and only a single lap
261 l trade-offs between marker-specific biases, sample size, sequencing costs, and the ability to resolv
262 d lack of overfitting; however, in the small-sample size setting, AJIVE provided the most stable resu
264 rption mechanisms manifest in testing of all sample sizes, some of these mechanisms were so subtle th
266 estimated control group mortality, adaptive sample size strategy, plausibility of predicted treatmen
267 we show that - due to the prevalence of low sample size studies - neither the overall frequency by w
268 or medical images), and less affected by the sample size, suggesting that the optimal network structu
269 nd heterozygous 'knockout' humans will await sample sizes that are approximately 1,000 times those pr
270 Past studies of cognitive aging included sample sizes that tended to be underpowered, were not su
271 le these studies have the advantage of large-sample sizes, they are unable to quantify the cellular b
278 is unbiased with appropriate CI coverage at sample sizes typically encountered in epidemiologic stud
279 k of recent data of TFA intake and the small sample sizes used to estimate intakes in subgroups.
289 endations for further research, insufficient sample size was the most predominant methodological issu
295 sue characteristics with relatively moderate sample sizes, which is often the case with experimental
300 use mortality dynamics suggested that larger sample sizes would lead to significantly higher deaths i