No replacement
Mid point of the scale
Random number
Mean value of the other respondents
Mean value of the other responses
FIML (Full Information Maximum Likelihood)
EM (Expectation-Maximization)
MI (Multiple Imputation)Â
Expectation maximization is an effective technique that is often used in data analysis to manage missing data (for further discussion, see Schafer, 1997 & Schafer & Olsen, 1998). Indeed, expectation maximization overcomes some of the limitations of other techniques, such as mean substitution or regression substitution. These alternative techniques generate biased estimates-and, specifically, underestimate the standard errors. Expectation maximization overcomes this problem.
Expectation maximization is applicable whenever the data are missing completely at random or missing at random-but unsuitable when the data are not missing at random.
Choose Missing Value Analysis from the Analyze menu.
Transfer all numerical variables that are related to the study or issue into the box labelled Quantitative Variables. Exclude irrelevant variables, such as ID.
Transfer all categorical variables that are related to the study or issue into the box labelled Categorical Variables
Select the EM option
Press the EM button, and select Save completed data.
Choose Write a new data file. Press File and type a filename.
Open this new file-which should include the data together with some of the missing data completed.