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Sas versions 9 2 and 9

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SAS versions 9.2 and 9.3 are statistical software suites developed by SAS Institute. They provide a range of tools for data analysis, reporting, and modeling. The core function of these software versions is to enable users to manage, analyze, and visualize data from various sources.

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2 protocols using sas versions 9 2 and 9

1

Intracranial Glioma Xenograft Survival

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Overall survivals of mice bearing intracranial glioma xenografts were estimated via Kaplan-Meier survival curves, and compared for equality between EFEMP1-expression groups at each cell concentration via stratified log-rank tests in which the experiment (1st or 2nd) was the stratification factor. The validity of stratifying on experiment was examined via Cox regression with group, experiment, and their interaction as factors, specifically by testing the significance of the group-x-experiment interaction. The effects of Dox (to induce EFEMP1) and inoculum size on Chr7-copy scores were determined via 2-way ANOVA, with post-hoc analysis concentrating on (a) the effect of inoculum size within each Dox group, and (b) the effect of Dox at each inoculum level. The significance level was set at P < 0.01 in order to adjust for the multiple comparisons without overinflating Type II error. SAS versions 9.2 and 9.3 (The SAS Institute, Cary, NC) were used for all analyses.
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2

Statistical Analysis of Febrile Neutropenia Factors

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The Institute of Japanese Union of Scientists and Engineers carried out the statistical analysis of this study, using the database created by the research institution. In principle, continuous variables were summarized using basic statistics (number of patients, mean [standard deviation (SD)], minimum, median, and maximum), and categorical variables were summarized in frequency tables. All statistical analyses were performed using SAS Versions 9.2 and 9.3 (SAS Institute, Inc., Cary, NC, USA). The significance of the relationship between the incidence of FN and patient demographic characteristics was tested using a chi-squared test. Odds ratios were estimated using a logistic regression model. Based on the univariate logistic regression model (univariate model) for the analysis of factors involved in the development of FN in cycle 1, a multivariate model was constructed by combining the statistically relevant indicators (with p < 0.10 in the univariate model) and factors considered necessary from a medical viewpoint. Multivariate re-analysis was performed by a stepwise variable selection procedure with an entry and removal probability of 0.20 to avoid overlooking factors affecting FN onset [11 ]. Although this was not a hypothesis-testing study, all tests were two-sided, and a p value <0.05 was considered significant.
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