Critiquing research findings Flashcards
descriptive statistics
describe/synthesize data about the sample and the study variables
- frequency distribution
- measures of central tendency (mode/mean/median)
- measures of dispersion (range/variance/SD)
inferential statistics
make inferences about population based on sample data
test hypotheses
answer research questions
parametric statistics
a class of statistical tests that involve assumptions about the distribution of the variables and the estimation of a parameter
data are NORMALLY DISTRIBUTED
nonparametric statistics
a class of statistical tests that do NOT involve stringent assumptions about the distribution of critical variables
data are NOT NORMALLY DISTRIBUTED
null hypothesis
rejected if relationship is statistically significant (p < 0.05)
accepted if relationship is NOT statistically significant (p = 0.05 or greater)
p-value
probability of rejecting the null hypothesis when the null is actually true
typically, p<0.05 is real effect
confidence interval (CI)
range of values within which a population parameter is estimated to lie, at a specified probability (eg 95% CI)
confidence limit
upper/lower boundary of a CI
correlation statistics
- indicate direction and magnitude of relationship between 2 variables
- used with ordinal/interval/ratio measures
- can be shown graphically (scatter plot)
- correlation coefficient can be computed
- with multiple variables, a correlation matrix can be displayed
bivariate correlation
2 variables
- Pearson’s r, a parametric test (lowercase “r” indicates a correlation b/w 2 variables)
- tests that the relationship b/w 2 variables is not zero
- used when measures are on an interval/ratio scale (continuous level data)
strengths of relationships
weak: 0.00~0.30 (+ or -)
moderate: 0.30~0.50 (+ or -)
strong: >0.50 (+ or -)
nonparametric alternatives to bivariate correlation analysis
- Spearman’s rank-order correlation coefficient: measures association b/w ordinal-level variables
- Kendall’s tau: measures association b/w ordinal-level variables
- Cramer’s V: measures association b/w nominal-level variables
factor analysis
- examines interrelationships among large #s of variables to reduce them to a smaller set of variables
- IDs clusters of variables that are most closely linked together
- typically used to assist with validity of a new measurement method or scale
simple linear regression
- provides a means to estimate the value of a dependent (outcome) variable based on the value of an independent variable (predictor)
- outcome variable is continuous (interval/ratio-level data)
- predictor variables are continuous or dichotomous (dummy variables)
- change in Y given a one unit change in X
multiple linear regression
- predicts a dependent variable based on 2+ independent variables (predictor)
- dependent variable is continuous (interval/ratio-level data)
- predictor variables are continuous or dichotomous (dummy variables)