rtmpt

rtmpt fits response-time extended multinomial processing tree (RT-MPT) models in R to estimate process-completion times within multinomial processing tree (MPT) frameworks and characterize temporal dynamics of cognitive processes.


Key Features:

  • R implementation: Provided as an R package for fitting RT-MPT models.
  • RT-MPT modeling: Implements response-time extended multinomial processing tree (RT-MPT) models that incorporate estimates of process-completion times into multinomial processing tree (MPT) frameworks.
  • Syntax compatibility: Supports two established MPT syntaxes.
  • Suppression of process-completion times: Allows suppression of process-completion times for specific outcomes.
  • Constant process probabilities: Allows holding certain process probabilities constant during model fitting.
  • Adjustable priors: Enables modification of prior parameters for Bayesian estimation.
  • Computational backend: Uses an altered version of original C++ code for Markov Chain Monte Carlo (MCMC) sampling.
  • Hierarchical modeling: Implements a hierarchical Bayesian framework for parameter estimation.

Scientific Applications:

  • Cognitive psychology and neuroscience: Applied to investigate the timing and organization of cognitive processes in cognitive psychology and neuroscience research.
  • Reaction-time and decision-making analysis: Used to analyze reaction times and decision-making processes by estimating process-completion times.
  • Memory retrieval and time-sensitive phenomena: Applied to study memory retrieval and other time-sensitive cognitive phenomena.

Methodology:

Hierarchical Bayesian inference using Markov Chain Monte Carlo (MCMC) sampling implemented via an altered version of original C++ code, validated by simulation-based calibration.

Topics

Details

License:
GPL-2.0
Programming Languages:
R, C++
Added:
1/18/2021
Last Updated:
2/8/2021

Operations

Publications

Hartmann R, Johannsen L, Klauer KC. rtmpt: An R package for fitting response-time extended multinomial processing tree models. Behavior Research Methods. 2020;52(3):1313-1338. doi:10.3758/s13428-019-01318-x. PMID:32377974.