Amongst all the various types of quasi-experimental design, let us first get to know two main types of quasi-experimental design:
- Non-equivalent group design (NEGD)
- Regression discontinuity design
1. Non-Equivalent Group Design (NEGD)
You can picture non-equivalent group designs as a mixture of both true experimental design as well as quasi-experimental design. The reason is, that it uses both their qualities. Like a true experiment, NEGD uses the pre-existing groups that we feel are similar, namely treatment and control groups. However it lacks the randomization characteristic of a quasi-experiment.
While grouping, researchers see to it that they are not influenced by any third variables or confounding variables. Hence, the groups are as similar as possible. For example, when talking about political study, we might select groups that are more similar to each other.
Let us understand it with an example:
Take the previous example where you studied whether the workers work more efficiently if there is a pay rise.
You give a pre-test to the workers in one company while their pay is normal. Then you put them under the treatment group where they work and their pay is being increased. After the experiment, you take their post-test about their experience and attitude towards their work.
Later, you give the same pre-test to the workers from a similar company and put them in a control group where their pay is not raised, and then conduct a post-test.
Hence, the Non-equivalent design has a name to remind us that the groups are not equivalent and are not assigned on a random practice.
2. Regression discontinuity design or RDD
Regression discontinuity design, or RDD, is a quasi-experimental design technique that computes the influence of a treatment or intervention. It does so by using a mechanism that assigns the treatment based on eligibility, known as a “cut-off”.
So the participants above the cut-off get to be in a treatment group and those below the cut-off doesn’t. Although the difference between these two groups is negligible.
Let’s take a look at an example:
A school wants to grant a $50 scholarship to students, depending on an independent test taken to measure their intellect and household.
Those who pass the test will get a scholarship. However, the students who are just below the cut-off and those just above it can be considered similar. We can say the differences in their scores occurred randomly. Hence you can keep on studying both groups to get a long-term outcome.