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Quasi-experimental design
No random assignment; natural groups
Regression to mean
Extreme scores move toward average over time
Spontaneous remission
Improvement happens without treatment
Selection bias
Groups differ before study starts
Maturation
Natural change over time
Pretest sensitization
Changes later responses
Non-equivalent groups
Not comparable at start
Local history
Event affects only one group
Contemporary history
Event affects all groups
Reversal (time series)
Effect disappears when treatment removed
Control interrupted time series
Control group helps rule out history effects
Switching replication (Switch & Replicate)
Groups switch treatment roles
Advantages of switching replication
Both groups get treatment; stronger evidence
Longitudinal challenges
Time, cost, dropout, practice effects
Generational effects
Differences from time period born in
Age effects
Differences from aging
Cross-sequential design
Combines cross-sectional + longitudinal
2x3 design
2 IVs; one has 2 levels (conditions), one has 3
Say you have a study about studying and memory.
Independent Variable 1: Study method
Level 1: reading
Level 2: flashcards
That’s a “2-level” variable (because it has 2 conditions).
Independent Variable 2: Time of day
Level 1: morning
Level 2: afternoon
Level 3: night
That’s a “3-level” variable.
= 6 different combinations
Simple effects
looking at the effect of one variable under one specific condition of another variable.
Study method (reading vs flashcards)
Time of day (morning vs night)
A simple effect question would be:
“Which study method works better in the morning?”
or
“Which study method works better at night?”
So instead of looking at all the data together, you focus on one situation at a time.
Interaction
Effect of IV depends on another IV
Mixed factorial
combines Different groups of people (within subjects) AND Repeated testing of the same people (repeated measures)
P-value
“If there is really NO effect, how weird are these results?”
Small p-value = results are surprising if there’s truly no effect
Large p-value = results are not very surprising
P-value myth
A p-value does NOT tell you whether the null hypothesis is true or false.
It only tells you how unusual the data would be if the null hypothesis were true.
Alpha
your false alarm tolerance level before you start the study
If p is smaller than alpha = reject the null hypothesis
If p is larger than alpha = fail to reject the null hypothesis
p vs alpha
Alpha is the bar. P-value is how high your data jumps. If it clears the bar, you reject the null.
Type 1 error
False positive
Type 2 error
missed effect
Power
ability of a study to find a real effect
Power factors
Sample size, effect size, quality, design
Low power
Common in psych research. small samples or weak designs
Null decision
At the end of a study, you either:
Reject the null hypothesis
or
Fail to reject the null hypothesis
You NEVER say:
“The null hypothesis is proven true”
Why?
Because not finding evidence for an effect does not prove the effect do
Meta-analysis
Combines results across studies
Why meta-analysis
Summarize trends, resolve conflicts
k
Number of studies in meta-analysis
N
total sample size
r
Average correlation between two variables across studies.
rho
what the relationship likely really is
IV vs DV
IV- Cause, Manipulated
DV- Effected, measured
Null Hypothesis H₀
Assumption that there is no real effect, difference, or relationship between variables