Research and Statistical Designs Flashcards
Confidence Intervals
Measure of the precision of the inferential statistic-based estimate of the true population value
Typically set at 95%
e.g. mean: based on the sample data we can be 95% confident that the interval contains the population mean
Doing a Meta-Analysis
- Choose research question
- Choose studies
- Calculate summary effect size (mean) & heterogeneity (variance)
- Check for publication bias
- Regression analysis to check moderators (did some variables influence the effect size?)
Asymmetry Test
Test for publication bias
You should get a symmetrical funnel plot: shows that effect sizes either side of significance threshold were published
MaxMinCon
Maximise experimental variance
Minimise error variance (sampling & measurement error)
Control extraneous variance
Sampling Error
Difference between sample mean and population mean
Reduced by random sampling (experimental research)
Quasi-experimental research
Like experimental (i.e. looking for causal effect)
No random assignment, but has a control group or multiple measures
Measurement Error
Difference between observed and true score
Random vs systematic
Can never be eliminated
Measurement Error
Difference between observed and true score
Random vs systematic
Can never be eliminated
THIS MESS DREAD
Threats to internal validity
THIS MESS: can be ruled out during study design
DREAD: can be ruled out during study conduction
THIS MESS
Testing effect
History
Instrumentation
Selection
Maturation
Experimental mortality
Statistical regression
Selection-maturation interaction
DREAD
Diffusion of experimental effect Rivalry Equalisation of treatments Ambiguous temporal precedence Demoralisation
Statistical Tests
T-tests (standard or paired) ANOVA (one-way, RM or multifactor) ANCOVA (one-way) Mann-Whitney U test Regression analysis (linear or multiple) Pearson’s coefficient of correlation (r)
T-test
For comparing means of two groups
Standard (aka independent) T-test:
post-test only, between-subjects design
Paired (aka repeated measures) T-test:
pre-post, within-subjects design
ANOVA
For comparing means of 3+ groups
One-way ANOVA:
post-test only, between-subjects
Simple repeated measures ANOVA:
pre-post, within-subjects
Mulifactor (aka factorial; e.g. two-way) ANOVA:
multiple levels for each group, between-subjects or mixed design
[Factor = IV]
One-Way ANCOVA
Mix of ANOVA and regression
For comparing means of 3+ groups, whilst controlling for scale covariate(s)
Way of eliminating within-group error variance on the dependent variable –> increased precision, increased statistical power