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Establishing temporal precedence with longitudinal designs
measure the same variables in the same people at several different times (long term research)
Provides evidence for temporal precedence
Ex. one variable has changed at time 1 which changes the next variable → variables change based on the order
Used by developmental psychologists
Gets us closer to a causal claim
Note: longitudinal design is time consuming → effects like cohort effect may influence data
Cross sectional designs can be a better choice BUT → can still have cohort effects
Longitudinal design yield 3 diff types of correlations
Cross-sectional correlations
Autocorrelations
Cross-lag correlations
Cross-sectional correlations
Whether 2 variables measured at the same point in time are correlated
Cross-sectional referring to the measuring but it is still part of longitudinal
Autocorrelations
The correlation of each variable with itself across time
Usually looking at things that should consistently correlate across time
Looking for strong positive correlation bc of consistence
Ex. intelligence would be relatively consistent across time, mood would not be
Cross-lag correlations
Correlation of how much an early measure of a variable is related to a later measure of another variable
Longitudinal designs can provide some evidence for causation by fulfilling three criteria:
Covariance
Temporal precedence
Internal validity
Why not do an experiment?
In many cases, participants cannot be randomly assigned a variable
Cannot be assigned to preferences
Unethical to assign participants
Ex. can’t be assigned to have stress
Ex. can’t be assigned to have a certain opinion
Multiple regression (multivariate regression)
Ask if a relationship is still present, even when you statistically control for one or more third variables
Helps address questions of internal validity by ruling out some third variables
Ex. pregnancy risk and exposure to sextaul TV content
There may be a third variable that can affect data
Accounting for age?
Regression results indicate if a third variable affects the relationship
Criterion variable
dependent variable
Variable that we are most interested in understanding
Measured
Predictor variable
independent variable
Other variables of interest
Manipulated
Beta
given for each predictor variable
Tells us ab the relationship between criterion and the specific predictor variables
when all other predictor variables are held constant
Similar to r
Calculated differently
Can be positive or negative
The number that comes out is the strength of the relationship between that criterion and predictor
Positive beta
there is a positive relationship between the criterion and predictor variable when all other predictor variables are held constant
May occasionally see b (beta)
Number can possibly get higher than one in certain circumstances
Statistical significance of beta
Reported similarly to r
Column labelled p or sig
Footnotes with * indicate significance levels
Usually report anything smaller than 0.05 to be significant
What if beta is not significant?
Will usually state if it is not significant
If not significant → not related to criterion
Regression in popular media
“Controlled for”
“Taking into account”
“Correcting for”
“Adjusting for”
Regression does not establish causation
multiple regression is not foolproof
Cannot rule out all kinds of variables
Getting at causality with pattern and parsimony
What if we can't do an experiment?
Pattern and parsimony describes using a variety of correlational studies that all point to a single causal direction
Pattern of results that are best explained by a single, parsimonious causal theory
Getting at causality with pattern and parsimony - example
Ex.
The longer a person has smoked cigarettes, the greater are the chances of getting cancer
Ppl who stop smoking have lower cancer rates than ppl who continue to smoke
Smoker’s cancer tend to be in the lungs and of a particular type
Smokers who use filtered cigarettes have somewhat of a lower rate of cancer than those who use unfiltered ones
Ppl who live with smokers have higher rates of cancer from secondhand smoke
Pattern of results from one cause
More confident in making a causal claim
Pattern, parsimony and the popular press
Journalists do not always fairly represent patterns and parsimony
When journalists report only one study at a time, they are selectively presenting only part of the scientific process
Only one study is useless to make pattern and parsimony claim
Lacking context in most popular press due to their own agendas/intended audience
Mediators vs. third variables
Similarities:
Both involve multivariate research designs
Both can be detected using multiple regression
Differences:
Third variable are external to the bivariate correlation (problematic)
Mediators are internal to the causal variable (unproblematic)
Help explain how two things are related to each other
Mediators vs. moderators
Mediators - ask why does this relationship work
Moderators - ask for whom does the relationship hold and when does it work
Multivariate designs and the 4 validities
Internal validity (discussed)
Can't measure everything - there will always be smth missed
Construct validity
Still the same questions of construct validity
External validity
How have we selected our samples? generalization?
Statistical validity
Beta - reporting significance levels