Data were reported as “the mean (standard deviation)”. Statistical significance was set at p < 0.05, and all data analyses were performed using SPSS version 22.0 J for Windows (SPSS Inc., Tokyo, Japan).
Spss version 22.0 j for windows
SPSS Version 22.0 J for Windows is a statistical software package developed by IBM. It provides tools for data analysis, data management, and report generation. The software is designed to work on the Windows operating system.
Lab products found in correlation
5 protocols using spss version 22.0 j for windows
Antenatal Depression Risk Factors Analysis
Data were reported as “the mean (standard deviation)”. Statistical significance was set at p < 0.05, and all data analyses were performed using SPSS version 22.0 J for Windows (SPSS Inc., Tokyo, Japan).
COVID-19 Psychological Distress and Workplace Bullying
Multiple linear regression analyses were used to examine the association between any COVID-19 related bullying or patient aggression and psychological distress adjusting for fear and worry about COVID-19 infection, work-related stressors, occupation, sex, age, marital status, and educational attainment. We conducted a similar multiple linear regression to examine the association between any workplace bullying related to COVID-19 or any aggression by customers/patients related to COVID-19, separately, and psychological distress, adjusting for fear and worry about COVID-19 infection, work-related stressors, sex, age, marital status, and educational attainment. In addition, stratified analysis among health care professionals who were living in areas with the national emergency announcement for COVID-19 and those who were living the other prefectures was conducted to test the interaction of living area. All analyses were conducted using SPSS version 22.0 J for Windows (SPSS, Tokyo, Japan).
Statistical Analysis of Long-Term Outcomes
Statistical Comparison of Experimental Groups
Analyzing the Impact of Older Adult Density on Life Satisfaction
First, we examined the unconditional association between the area-level number of older adults per 100 residents and LSIA scores without controlling for the area-and individual-level covariates, except for LSIA scores at baseline (T1) in the longitudinal analysis in Study 2 (Model 1). Second, the area-level SES condition and population density were added to the first model to examine the conditional association between the area-level number of older adults per 100 residents and LSIA scores (Model 2). In the next two models, we sequentially added the individual-level core variables (Model 3) and other individual covariates in addition to the core covariates (Model 4) as the fixed effect variables. In all models, intercepts of fixed (individual) and random (area) effects were included. In this study, p values less than 0.05 (two-tailed) were interpreted as being statistically significant for all analyses.
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