Posts

Showing posts with the label Multilevel Models

What are Multilevel Models?

Image
Multilevel Models (also known as mixed effects, nested or hierarchical data models) are used to find the effects of levels on a predictor variable. These hierarchical levels can be geographical, such as cities within counties, or organizational, products within stores. This method is useful to determine how factors affect the variation between a unit and the group. Multilevel models are gaining popularity in the areas of organizational psychology, education research, and the geographical sciences. 1. Data -  First, as its alternative names suggest, data needs to be nested. There is no specific number for a data sample; however, the smaller the dataset, the more prone to errors such as bias.  For example, in my dissertation I used a two-level model for a dataset including 327 units (municipalities) nested within 12 geographical divisions:   Once you have made sure your data is nested, you can run a single level regression using your units to choose the variables t...