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1 s for PCs and mortality were evaluated using survival analysis.
2 aluated for up to 9 weeks using Kaplan-Meier survival analysis.
3 ically informative picture than Kaplan-Meier survival analysis.
4 x proportional hazard models were fitted for survival analysis.
5 g both standard regression and time-to-event survival analysis.
6 r a visual field of <10 degrees) eyes, using survival analysis.
7 ides a consistent mathematical framework for survival analysis.
8 Results were assessed using Kaplan-Meier survival analysis.
9 6% and 15%, respectively, using Kaplan-Meier survival analysis.
10 blindness were estimated using Kaplan-Meier survival analysis.
11 ween June 2010 and June 2015 included in the survival analysis.
12 iate Cox proportional hazards regression for survival analysis.
13 rator characteristic curves and Kaplan-Meier survival analysis.
14 rom 29 international sites were included for survival analysis.
15 sessed with clinical predictors of CDI using survival analysis.
16 ion model, including quantile regression and survival analysis.
17 Seizure recurrence was evaluated using survival analysis.
18 red in hours, assessed using repeated events survival analysis.
19 arisons and Kaplan-Meier plots were used for survival analysis.
20 and Cox proportional hazards regression for survival analysis.
21 individual CM phenotypes were explored using survival analysis.
22 onsidered indeterminate in a competing risks survival analysis.
23 probabilities were estimated by Kaplan-Meier survival analysis.
24 l PFS analysis and the first interim overall survival analysis.
25 by Western blot, ELISA, flow cytometry, and survival analysis.
26 ence rates were evaluated using Kaplan-Meier survival analysis.
27 (more than two antibodies) were estimated by survival analysis.
28 ssification, discovery of image markers, and survival analysis.
29 s direct comparison of clinical outcomes via survival analysis.
30 survival traits have been proposed based on survival analysis.
31 Graft success was assessed by Kaplan-Meier survival analysis.
32 arly (<1 year) and late (>1 year) PTLD using survival analysis.
33 rison with conventional clonogenic radiation survival analysis.
34 aplan-Meier and Cox regression were used for survival analysis.
35 ality and length of stay were modelled using survival analysis.
36 edding rates were determined by Kaplan-Meier survival analysis.
37 l hazards regression models and Kaplan-Meier survival analysis.
38 t from randomisation until the final overall survival analysis.
39 We present the final protocol-specified survival analysis.
40 cluster analysis, functional annotation and survival analysis.
41 e stage at a specific time with Kaplan-Meier survival analysis.
42 rtality using time-dependent competing risks survival analysis.
43 diate uveitis remission were evaluated using survival analysis.
44 was calculated using parametric conditional survival analysis.
45 d men, so we pooled data from both sexes for survival analysis.
47 CC was reported among variables entered into survival analysis, (2) survival information was availabl
48 CC was reported among variables entered into survival analysis, (2) survival information was availabl
49 On multivariable Cox proportional hazard survival analysis, a higher Society of Thoracic Surgeons
50 everal large-scale breast cancer datasets in survival analysis, a subset of these biological processe
51 using logistic regression and competing risk survival analysis, accounting for time from illness onse
52 et-Cox and applied Net-Cox for a large-scale survival analysis across multiple ovarian cancer dataset
54 ed lifetime risk using a modified version of survival analysis adjusted for the competing risk of dea
55 in the two groups with proportional hazards survival analysis, adjusting for key prognostic variable
59 V QIs and mortality rates using Kaplan-Meier survival analysis and adjusted Cox proportional hazards
64 were unblinded after final progression-free survival analysis and could transition to open-label eve
65 mboembolism were examined using Kaplan-Meier survival analysis and Cox proportional hazards regressio
69 OS) was examined using Kaplan-Meier log-rank survival analysis and multivariate Cox regression analys
70 ers), which was evaluated using Kaplan-Meier survival analysis and proportional hazards modeling.
73 rkers were analyzed in Kaplan-Meier log-rank survival analysis and then multivariate Cox regression m
75 atients with relapsing-onset MS (ROMS) using survival analysis, and Cox regression employed to explor
77 tate of the art machine learning methods for survival analysis, and describe a framework for interpre
78 d SVR were tested using regression modeling, survival analysis, and locally weighted scatterplot smoo
80 ction in intraocular pressure from baseline, survival analysis, and reduction in the number of antigl
82 t survival was calculated using Kaplan-Meier survival analysis, and survival distributions were compa
90 and the risk of second eye involvement using survival analysis based on the presence of OSAS, indicat
91 rvived for 5 years (P = .014 for comparative survival analysis between patients with and without a CD
93 ncluding baseline CAC was evaluated by using survival analysis, C-statistics, net reclassification im
94 imary neuronal model in which a longitudinal survival analysis can be performed by following the over
101 b emtansine after the second interim overall survival analysis crossed the prespecified overall survi
103 ivariable Cox proportional hazards modeling, survival analysis demonstrated a trend toward higher mor
105 onsumer sensory acceptance determined by the survival analysis demonstrated that the rosemary extract
111 outperforms the conventional Cox regression survival analysis, especially for data sets with modest
114 itions to existing graphical and statistical survival analysis features, SurvCurv now includes extend
120 hild with ASD vs an unaffected child using a survival analysis framework for time to next birth and a
121 vital signs were utilized in a discrete-time survival analysis framework to predict the combined outc
130 To explore this hypothesis, we also perform survival analysis in 2315 patients aged </= 40 years at
134 n of single genes is not straightforward and survival analysis in specific GEO datasets is not possib
140 lts of the first pre-planned interim overall survival analysis indicated that everolimus might be ass
144 an unknown follow-up were excluded from the survival analysis, leaving 231684 patients in this cohor
146 ology showed anaplasia (n = 8; excluded from survival analysis); low risk/completely necrotic (n = 7;
148 b emtansine after the second interim overall survival analysis (median follow-up duration 24.1 months
150 ds (reactive doses) during BL DPT, using the survival analysis method, in order to suggest optimal st
156 h time from ALS diagnosis to death through a survival analysis of 145 ALS patients enrolled during 20
161 Here we report a statistical method SURVIV (Survival analysis of mRNA Isoform Variation), designed f
162 d a cross-sectional analysis and prospective survival analysis of patients who had undergone a Fontan
164 ase, data from 18 centers were collected for survival analysis of prospectively enrolled cirrhosis pa
167 e the performance of the model, we conducted survival analysis of the dichotomized groups, and compar
171 observed without a change in cell growth or survival; analysis of such pairs identifies drug equival
172 and clinical data were then used to preform survival analysis on a gene by gene basis on sub-populat
175 g exposure data, which enabled us to perform survival analysis on drug-stratified subpopulations of c
180 On Cox proportional hazards multivariable survival analysis, previous XRT remained an independent
192 r overall survival was crossed, this overall survival analysis serves as the final and confirmatory a
206 er, we provide a use case where we performed survival analysis showing that a loss of phosphorylation
207 ling plotting, correlation analysis, patient survival analysis, similar gene detection and dimensiona
210 ble Cox regression analysis and Kaplan-Meier survival analysis, taking into account age, metastatic s
212 chronic plaque psoriasis were compared using survival analysis techniques and predictors of discontin
217 factors using odds ratios from discrete time survival analysis, the area under the curve, and cross v
221 xploratory molecular pathologic epidemiology survival analysis, there was no significant interaction
224 Within severity stratum, we used parametric survival analysis to compare length of stay by timing of
225 lepsy surgery between 1990 and 2010 and used survival analysis to detect preoperatively identifiable
230 were compared using unadjusted Kaplan-Meier survival analysis to estimate risk of and time to compli
232 atios were calculated using a time-dependent survival analysis to estimate the effect of (131)I thera
233 aplan-Meier estimates and applied parametric survival analysis to examine proportions of patients wit
238 x regression followed by genotype-stratified survival analysis using a composite endpoint of death, t
245 Alzheimer's disease/senile dementia-free survival analysis was assessed using a Kaplan-Meier meth
283 gene expression data and combining this with survival analysis, we show that the expression of putati
288 ased study.DESIGN, SETTING, AND PARTICIPANTS Survival analysis with a median follow-up of 7.6 years.T
295 using hospital discharge data, discrete-time survival analysis with propensity score adjustment, and
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