N Utilization of Nursing Research in Advanced Practice, Summer 2008

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University of Michigan Deep Blue deepblue.lib.umich.edu 2008-07 536 - Utilization of ursing Research in Advanced Practice, Summer 2008 Tzeng, Huey-Ming Tzeng, H. (2008, ctober 1). Utilization of ursing Research in Advanced Practice. Retrieved from pen.michigan - Educational Resources web site: https://open.umich.edu/education/nursing/n536- summer2008 <http://hdl.handle.net/2027.42/64943> http://hdl.handle.net/2027.42/64943

Topic 3 Quantitative research 1

Topic 3 Quantitative research 2 Handout: Summary of Statistical Tests Source: Polit, D. F. (1996). Data analysis & statistics: For nursing research. Stamford, Connecticut: Appleton & Lange. A. Parametrical statistical tests ame Purpose (Test Statistic) ne-sample t-test (t) (rarely used) t-test for independent groups (t), also called independent t- test t-test for dependent groups (t), also called paired t-test Analysis of variance/ava (F) Repeated measures AVA/RAVA (F) Pearson product moment correlation (r) To test the predicted value of a man for a population between the means of 2 independent groups between the means of 2 related groups/sets of scores among the means of 3 or more independent groups (one-way) or groups for 2 or more IVs (multi-way) among means of 3 or more related groups/sets of scores To test the existence of a relationship or correlation between two variables Measurement Level * IV Corresponding Index of Strength of DV Relationship _ I, R _ I, R point-biserial r (rarely used) I, R point-biserial r (rarely used) I, R eta² (rarely used) I, R eta² (rarely used) I, R I, R r² ote. * Measurement level of Independent Variable (IV) and Dependent Variable (DV): = ominal, I = Interval, R = Ratio.

Topic 3 Quantitative research 3 B. on-parametrical statistical tests ame (Test Statistic) Chi-square goodness-of-fit test (χ²) Chi-square test of independence (χ²) Purpose To test the predicted value of a proportion for a population in proportion in 2 or more independent groups Fisher s exact test in proportions (2 X 2 table) when expected frequency for a cell < 5 Mcemar test (χ²) Cochran s Q test (Q) Mann-Whitney U-test (U) Kruskal-Wallis test (H) Wilcoxon signed ranks test (T or z) in proportions for 2 related groups (2 X 2 design) in proportions for 3 or more related groups in the ranks of scores of 2 independent groups in the ranks of scores of 3 or more related groups in the ranks of scores of 2 related groups Friedman test (χ²) in the ranks of scores of 3 or more related groups Spearman s rank order correlation (rς) Kendall s tau (т) To test the existence of a correlation between two variables To test the existence of a correlation between two variables Measurement Level * IV DV Corresponding Index of Strength of Relationship - _ Phi (2 X 2) Cramer s V phi phi _ Glass rank biseral correlation Epsilon² Matched pairs ranked biseral correlation Epsilon² (rς) (т)

Topic 3 Quantitative research 4 C. Multivariate statistical analyses ame Purpose Measurement Level * IV DV Cov Multiple correlation/regres sion Analysis of covariance (ACVA) Multivariate analysis of variance (MAVA) Multivariate analysis of covariance (MACVA) Canonical analysis Factor analysis Discriminant analysis Logistic regression between 2 or more IVs and 1 DV; to predict a DV from 2 or more IVs between the means of 2 or more groups, while controlling for 1 or more covariate between the means of 2 or more groups for 2 ormore DVs simultaneously between the means of 2 or more groups for 2 or more DVs simultaneously, while controlling for 1+ covariate between 2 sets of variables (variables on the right, variables on the left) To determine the dimensionality/structure of a set of variables between 2 or more IVs and 1 DV. To predict group membership; to classify cases into groups. between 2 or more IVs and 1 DV. To predict the probability of an event; to estimate relative risk. umber of-- IVs DVs Cov, I, R I, R _ 2+ 1 _ I, R, I, R 1+ 1 1+ I, R _ 1+ 2+ _ I, R, I, R 1+ 2+ 1+, I, R, I, R _ 2+ 2+ _, I, R _ 2+ 1 _, I, R _ 2+ 1 _ ote. * Measurement level of the independent (IV), dependent variable, (DV), and covariates (Cov): = ominal, I = Interval, R = Ratio.

Topic 3 Quantitative research 5 Selected Statistical Symbols ote. This list contains some commonly used symbols in statistics, in approximate alphabetical order, with English and Greek letters intermixed. on-letter symbols are placed at the end. Symbol Meaning a Regression constant, the intercept α Greek alpha; significance level in hypothesis testing, probability of Type 1 error b Regression coefficient, slope of the line β Greek beta, probability of a Type II error; also, a standardized regression coefficient (beta weights) x² Greek chi squared, a test statistic for several nonparametric tests CI Confidence interval around estimate of a population parameter df Degrees of freedom e Base of natural logarithms, e = 2.7183 n² Greek eta squared, index of variance accounted for in AVA context f Frequency (count) for a score value F Test statistic used in AVA, ACVA and other tests γ Greek gamma, population effect size ull hypothesis H 0 H 1 λ Alternative hypothesis; research hypothesis Greek lambda, a test statistic used in several multivariate analyses (Wilks lambda) µ Greek mu, the population mean M Sample mean (alternative symbol for ) MS Mean square, variance estimate in AVA n umber of cases in a subgroup of the sample Total number of cases or sample members p Probability that observed data are consistent with null hypothesis r Sample Pearson product-moment correlation coefficient r s Spearman s rank order correlation coefficient R Multiple correlation coefficient R² Coefficient of determination. Proportion of variance in Y attributable to Xs R c Canonical correlation coefficient ρ Greek rho. population correlation coefficient SD Sample standard deviation SEM Standard error of the mean σ Greek sigma (lower case), population standard deviation Σ Greek sigma (upper case), sum of SS Sum of squares t Student s t, a test statistic U Test statistic for the Mann-Whitney U-test Y Predicted value of Y, dependent variable in regression analysis