Skip to main content icon/video/no-internet

Mplus is a statistical modeling program with a focus on the estimation of latent variables developed by Linda Muthén and Bengt Muthén. It is a highly flexible program capable of estimating a wide variety of models and offering a range of estimators, options, and special features. Thus, Mplus can be useful for researchers with diverse needs related to their particular data and analytic framework. Mplus utilizes latent variables—unobserved variables inferred from observed data—to model hypothesized associations among concepts. The particular utility of Mplus is that the program models both continuous and categorical latent variables. Continuous latent variables are used in structural equation modeling (SEM) and similar techniques (e.g., path analysis, confirmatory factor analysis), as well as growth modeling, survival analysis, and time-series analysis. Categorical latent variables are utilized to estimated mixture models and similar techniques (e.g., latent class analysis, latent class growth analysis).

Because of its focus on latent variables, Mplus has been used fairly extensively by researchers employing SEM. Mplus has a number of utilities that make it useful to these researchers, including a variety of options for handling missing data, multiple estimators and algorithms, the ability to conduct Monte Carlo simulation studies, graphical tools, and a language generator. The Mplus website and user guide provide a large pool of sample studies and syntax. The publishers themselves are highly responsive to users, often providing fairly individualized responses in the Mplus discussion boards. However, there are also important limitations researchers should consider, including the closed-source nature (and therefore cost) of the program, the restricted compatibility with non-Windows operating systems, and data management weaknesses. This entry first describes the framework and capabilities of Mplus and then highlights its advantages and limitations.

Modeling Framework and Capabilities

Mplus utilizes a SEM framework that is highly flexible and therefore has a wide range of capabilities.

Framework

As previously noted, Mplus utilizes both continuous and categorical latent variables to estimate a wide variety of statistical models. Continuous latent factors can be estimated using continuous, categorical, censored, and count manifest variables. Associations among continuous latent factors, between continuous latent factors and manifest variables, and among manifest variables can be estimated using regression-based techniques (linear, tobit, probit or logit, multinomial, and poison or negative binomial regression for appropriate distributions). Continuous latent variables can thus be estimated in Mplus based on indicators with a number of different underlying distributions. Users can specify variable types and the program will use the appropriate regression-based technique. Mplus is, thus, highly useful for SEMs that include measurement and structural portions in the same model.

Mplus can also estimate categorical latent variables based on continuous, categorical, censored, and count manifest variables. That is, Mplus is capable of mixture modeling, in which unobserved classes are estimated based on observed data. Mixture analysis can capture unobserved heterogeneity in a given population. Subgroups may exist in any population with distinct distributions of and associations among variables of interest. Subgroups do not need to be known a priori but can be estimated based on data. Predictors and distal outcomes can be estimated to assess antecedents and consequences of group membership. Continuous and categorical variables can be combined to conduct mixture analysis with random effects and structural equation mixture modeling among other models.

...

  • Loading...
locked icon

Sign in to access this content

Get a 30 day FREE TRIAL

  • Watch videos from a variety of sources bringing classroom topics to life
  • Read modern, diverse business cases
  • Explore hundreds of books and reference titles

Sage Recommends

We found other relevant content for you on other Sage platforms.

Loading