Within-subject design
Between-subject design
Each treatment is administered to a different group of subjects
The randomized two-group design
randomly assign your subjects to two groups and expose them to two different levels of independent variable, and take steps to keep the extraneous variables constant
→Compare the two means to determine whether they differ
Parametric design (The randomized multi-group design)
systematic variation of the amount of the independent variable (quantitatively e.g. different dose of medicine)
non-parametric design
The randomized multi-group design
manipulate your independent variable qualitatively (e.g. different kinds of medicine)
multiple control group design
The randomized multi-group design
when a single control group is not adequate to rule out alternative explanations
Matched group design
Matched pairs design
Determine a characteristic and test your participants for them now pair these who have the same results and assign them to a different group
Matched multi group design
requires finding matched subjects for each of your groups (so 4 groups = 4 matched subjects)
Mixed design
• A field was divided into several plots, and different plots received different levels of a given treatment. Each plot was then divided into subplots and each subplot received a different second treatment, thus each plot received all levels of fertilizer, but only one level of pesticide. Each plot are groups who all receive the same level of between-subjects variable. The subplots receive different levels of within-subjects variable to which all members of that group are exposed.
Advantages of within-subject designs
Disadvantages of within-subject design
Advantages of between-subject design
+safes time and money
+relatively easy to analyse statistically
Disadvantages of between-subject design
error variance
the variability among scores caused by other variable than your independent variable (e.g. age, gender, personality)
Interferential statistics
Show you the probability with which error variance alone would produce between group differences on your dependent measure at least as large as those you actually observed in your data. When its low it is statistically significant
Carryover effect
When a treatment changes the behaviour of a subject these carry over all treatment and changes the whole performance of the subject (matched groups are a solution for this problem)
Sources of carryover effect
counterbalancing
Latin square
You use as many treatment orders as you have treatments
Making treatment order an independent variable
Taking steps to minimize carryover
Within-subjects versus matched group designs
Types of within subjects:
• Single-factor two-level design:
→includes two levels of a single independent variable
→both receive both treatments but in switched order
• Single-factor multilevel design:
→a single group is exposed two tree or more levels of a single independent variable