Edgar C. Merkle, Ph.D.
Affiliations: | Ohio State University, Columbus, Columbus, OH |
Area:
mathematical psychologyGoogle:
"Edgar Merkle"Mean distance: 18.07 (cluster 15) | S | N | B | C | P |
Parents
Sign in to add mentor| Trisha Van Zandt | grad student | 2005 | Ohio State | |
| (Bayesian estimation of factor analysis models with incomplete data.) | ||||
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Publications
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| Debelak R, Pawel S, Strobl C, et al. (2022) Score-based measurement invariance checks for Bayesian maximum-a-posteriori estimates in item response theory. The British Journal of Mathematical and Statistical Psychology |
| Wang T, Graves B, Rosseel Y, et al. (2022) Computation and application of generalized linear mixed model derivatives using lme4. Psychometrika |
| Wang T, Merkle EC, Anguera JA, et al. (2020) Score-based tests for detecting heterogeneity in linear mixed models. Behavior Research Methods |
| Merkle EC, Saw G, Davis-Stober C. (2020) Beating the average forecast: Regularization based on forecaster attributes Journal of Mathematical Psychology. 98: 102419 |
| Haaf JM, Merkle EC, Rouder JN. (2020) Do items order? The psychology in IRT models Journal of Mathematical Psychology. 98: 102398 |
| Schneider L, Chalmers RP, Debelak R, et al. (2019) Model Selection of Nested and Non-Nested Item Response Models Using Vuong Tests. Multivariate Behavioral Research. 1-21 |
| Merkle EC, Furr D, Rabe-Hesketh S. (2019) Bayesian Comparison of Latent Variable Models: Conditional Versus Marginal Likelihoods. Psychometrika |
| Wang T, Merkle EC. (2018) merDeriv: Derivative Computations for Linear Mixed Effects Models with Application to Robust Standard Errors Journal of Statistical Software. 87 |
| Merkle EC, Rosseel Y. (2018) blavaan: Bayesian Structural Equation Models via Parameter Expansion Journal of Statistical Software. 85 |
| Volpert-Esmond HI, Merkle EC, Levsen MP, et al. (2017) Using trial-level data and multilevel modeling to investigate within-task change in event-related potentials. Psychophysiology |