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analysis of variance ratio.
Analysis of variance ratio (ANOVA) was used to test for significant differences between the means, with treatments (land use) and group (elevation) set as the independent variables, to determine which parameters varied significantly with each treatment (Brejda et al. 2000a, b).
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Case patients were compared with matched control subjects by means of paired t tests, analysis of variance, odds ratios, and conditional logistic regression.
There was no statistical significant difference in the mean age of the three groups of children using one way analysis of variance (F-Ratio = 2.73, p = 0.07).
LCPUFAs: Long chain polyunsaturated fatty acids; DHA; 22 6n-3: Docosahexaenoic acid; ARA; 20 4n-6: Arachidonic acid; ANOVA: Analysis of variance; OR: Odds ratio; HR: Hazard ratio.
The influence of parameters such as applied load, sliding speed and distance from the outer periphery of the casting on the response was studied by using Analysis of Variance and Signal-to-Noise ratio.
Analysis of variance and odds ratio test for each parameter were performed to estimate inheritance from parents to offspring.
Analysis of variance and odds ratio test for each parameter was performed to estimate inheritance from parents to offspring and to determine similar phenotypic features in relatives.
HRT: Hormone replacement therapy; BMI: Body mass index; MDCS: Malmö diet and cancer study; SD: Standard deviation; ALNI: Axillary lymph node involvement; ER: Estrogene receptor; PgR: Progesterone receptor; BIRADS: Breast imaging reporting and data system; ANOVA: Analysis of variance; HR: Hazard ratio.
BMI: Body mass index; SD: Standard deviations; ANOVA: One-way analysis of variance; ORs: Odds ratios; CIs: Confidence intervals; KNHANES: Korean National Health and Nutrition Examination Survey.
One-way analysis of variance (ANOVA) yielded F (variance ratio) = 0.5222, P = 0.8111.
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