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Psychometrika|July 20, 2023
The Dirichlet Dual Response Model: An Item Response Model for Continuous Bounded Interval ResponsesMatthias Kloft, Raphael Hartmann, Andreas Voss, et al.Educational and Psychological Measurement|November 27, 2024
Discriminant Validity of Interval Response Formats: Investigating the Dimensional Structure of Interval WidthsMatthias Kloft, Daniel W HeckBehavior Research Methods|April 12, 2024
Measuring the variability of personality traits with interval responses: Psychometric properties of the dual-range slider response format : Measuring variability with interval responsesMatthias Kloft, Jean-Paul Snijder, Daniel W HeckPsychological Methods|September 30, 2024
Bayesian estimation and comparison of idiographic network modelsBjörn S Siepe, Matthias Kloft, Daniel W HeckPsychometrika|November 4, 2025
The Interval Consensus Model: Aggregating Continuous Bounded Interval ResponsesMatthias Kloft, Björn S Siepe, Daniel W HeckBehavior Research Methods|August 28, 2023
The Seven-parameter Diffusion Model: an Implementation in Stan for Bayesian AnalysesFranziska Henrich, Raphael Hartmann, Valentin Pratz, et al.The British Journal of Mathematical and Statistical Psychology|November 20, 2018
A caveat on the Savage-Dickey density ratio: The case of computing Bayes factors for regression parametersDaniel W HeckPsychological Review|November 4, 2021
Assessing the "paradox" of converging evidence by modeling the joint distribution of individual differences: Comment on Davis-Stober and Regenwetter (2019)Daniel W HeckPsychonomic Bulletin & Review|February 14, 2020
Benefits of response time-extended multinomial processing tree models: A reply to Starns (2018)Daniel W Heck, Edgar ErdfelderBehavior Research Methods|December 9, 2025
Extensions of multinomial processing tree models for continuous variables: A simulation study comparing parametric and non-parametric approachesAnahí Gutkin, Daniel W HeckPageof 50