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Statistical analysis system version 9

Manufactured by SAS Institute
Sourced in United States, Germany

Statistical Analysis System (SAS) version 9.4 is a software package developed by SAS Institute for advanced analytics, business intelligence, and data management. It provides a comprehensive set of tools for statistical analysis, data manipulation, and reporting. SAS 9.4 is designed to handle large and complex data sets, offering capabilities in areas such as regression analysis, multivariate techniques, time series analysis, and more. The software is primarily used by researchers, analysts, and organizations in various industries to gain insights from their data.

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278 protocols using statistical analysis system version 9

1

Comparing ICD-11 GD and DSM-5 IGD

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The data obtained were uploaded and analyzed. Categorical and continuous data were compared using the chi-squared test and t-test, respectively. Cronbach's alpha was used to evaluate the internal consistency of the ICD-11 GD definition and DSM-5 IGD criteria. The level of statistical significance was set at 0.05. All analyses were conducted using the Statistical Analysis System, Version 9.4 (
SAS Institute Inc., 2016
).
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2

Evaluating Dietary and Infection Effects

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The data were assessed using analysis of variance for the variables with just one measurement (initial and final body weight, daily body weight gain, carcass weight and daily food consumption) using the General Linear Models (GLM) procedure of the Statistical Analysis System, version 9.4 (SAS Institute, 2016). For the weekly measurements (PCV and TPP), repeated-measurement analysis of the GLM procedure was used. Diet and infection status were the classes evaluated. Averages were compared by means of Tukey's test at a 5% significance level, and only significant interactions at this level were reported in the results. Data on EPG were analyzed under log transformation (Log (EPG+100)).
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3

Recurrence-free Survival in Colorectal Cancer

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The primary endpoint was RFS, defined as the time from surgery to the first CC recurrence or death from any cause. A propensity score method was used to reduce the selection bias, and a logistic regression model was used to calculate patient propensity scores. Propensity score matching was performed for the number of lymph node metastases, tumor location, sex, and age in a 1:1 ratio using a caliper width of 0.1. Demographic characteristics are summarized using contingency tables. The RFS curve was estimated using the Kaplan–Meier method and compared between groups using log-rank tests. HRs and 95% CIs were calculated using the Cox proportional hazards model. Risk factors for RFS were assessed using a Cox proportional hazards model with a backward elimination method that included known clinicopathological prognostic factors and gene mutations as covariates. Subgroup analysis was performed for age (< 70 vs. ≥70 years), sex (male vs. female), carcinoembryonic antigen (RAS status (wild vs. mutant). Fisher’s exact test was used to compare patient characteristics between the groups. P-values were two-sided, and statistical significance was set at P < 0.05. All statistical analyses were performed using the Statistical Analysis System, version 9.4 (SAS Institute, Cary, NC).
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4

Survival Analysis of Prognostic Factors

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The primary end point was OS, defined as time of diagnosis until death by any cause. Survival curves were calculated according to Kaplan-Meier. Between-group differences were evaluated using the logrank test for evaluating differences in OS. Cox proportional hazard modelling was used to identify significant risk indicators for OS. In this modelling, adjusted hazard ratios (HR adj ) for OS with 95% confidence intervals and P values were calculated.
A two-tailed P value <0.05 indicated statistical significance. All analyses were performed using commercially available computer software (Statistical Analysis System version 9.4, SAS Institute, Cary, NC, USA).
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5

ANOVA and Least Significant Difference

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Analysis of variance (ANOVA) of the data appropriate to the experimental design and comparison of means were compared by least significance difference (LSD) at p < 0.05. All statistical analyses were carried out using Statistical Analysis System version 9.4 (SAS Institute Inc., Cary, NC, USA).
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6

Predicting Chronic Pain Outcomes: Mental Disorders, Personality, and Exposures

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In order to assess the associations of lifetime mental disorders, personality traits and ETE prior to the FU period with pain status at the end of the FU period, four serially adjusted generalized linear mixed models were used. These models were all adjusted for sex, age, education, duration of FU, FU interval (FU1 to FU2 or FU2 to FU3), medication in the end of the interval and intra-personal correlations. In Model 1, only non-chronic pain (for analyses on the incident of CP) or location of CP (for analyses on the persistence of CP) reported in the beginning of the interval were entered. In Model 2, lifetime depression (current or remitted) and anxiety disorders (agoraphobia, panic disorder, generalized anxiety disorder, social phobia) were added. In Model 3 ETE and in Model 4 the personality scores Neuroticism and Extraversion were added. In order to assess the association between potential psychological predictors and the persistence of CP, an additional fifth model was run, which also adjusted for analgesic medication at the beginning of the interval.
The results of all the tests were considered as significant at the level of p <0.05.
Statistical analyses were computed using the Statistical Analysis System, version 9.4 (SAS Institute, Inc., Cary, NC, USA).
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7

Analyzing Gene Expression Differences

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Differences in gene expression and development were analyzed by least-squares ANOVA of the ΔCT values using the GLM procedure of the Statistical Analysis System version 9.4 (SAS Institute Inc.). Replicate and treatment were included as main effects in the model.
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8

Intention-to-Treat Analysis of Biomarker Correlations

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The analysis was performed using the intention-to-treat method. For comparisons of subject characteristics between groups at baseline, Student's t test was performed for continuous variables. The chi-square test or Fisher's exact test was performed for categorical variables. Intergroup comparisons of compliance were analyzed by Student's t test. To analyze the differences between groups according to the intake period and for group comparisons before and after the intake period, evaluation variables were calculated from a linear mixed-effect model in consideration of group, time (week), and the group × time interaction (group × week). Correlations between biomarkers were analyzed using Spearman's method. Statistical analysis was performed using Statistical Analysis System (Version 9.4; SAS Institute, Cary, NC, USA). Statistical significance was set at p < 0.05.
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9

Biomass Storage Kinetics Analysis

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The statistical analysis was conducted for DML by application of linear mixed models and non-linear regression models using Statistical Analysis System version 9.4 (SAS Institute, Cary, NC). The data for the SS and WS piles were combined together for this analysis. The data from the last two sampling points (284 and 417 days) of the SS pile were included only for the non-linear models. The non-linear models have the capability to represent curves with decreasing slope. However, the linear models apply for storage of biomass for a period of 1-6 months.
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10

Glycemic Control with Insulin Glargine

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The main data collection was performed at baseline, and after approximately 6 and 12 months of treatment with Gla‐300 via an electronic case report form. Additional data collected monthly included self‐measured fasting plasma glucose (FPG) values with the patients’ own glucometer, and insulin dose information. At baseline, physicians noted the HbA1c target they individually defined for each patient in accordance with local guidelines.7, 8 HbA1c was collected every 3–6 months, and self‐measured blood glucose (SMBG) profiles were noted at baseline and after 6 and 12 months, if available. At baseline and every 3 months, physicians asked their patients if any hypoglycaemia occurred during the previous 12 weeks and noted these verbally reported hypoglycaemic events. All data had to be generated during daily clinical routines, and any therapeutic decision during the 12‐month observation period was strictly left to the physician's discretion. Source data verification was performed at 27 German sites (5.5% of all sites) and two Swiss sites (9.5% of all sites). All data were validated after the end of data capture by running check programs in Statistical Analysis System version 9.4 (SAS Institute, Cary, NC, USA).
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