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期刊名:Journal of mathematical psychology

缩写:J MATH PSYCHOL

ISSN:0022-2496

e-ISSN:1096-0880

IF/分区:1.5/Q3

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共收录本刊相关文章索引222
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Tadamasa Sawada,Qasim Zaidi Tadamasa Sawada
A 3D shape of an object is N-fold rotational-symmetric if the shape is invariant for 360/N degree rotations about an axis. Human observers are sensitive to the 2D rotational-symmetry of a retinal image, but they are less sensitive than they...
Yuelin Li,Elizabeth Schofield,Mithat Gönen Yuelin Li
Bayesian nonparametric (BNP) models are becoming increasingly important in psychology, both as theoretical models of cognition and as analytic tools. However, existing tutorials tend to be at a level of abstraction largely impenetrable by n...
Daniel W Heck,Clintin P Davis-Stober Daniel W Heck
Many psychological theories can be operationalized as linear inequality constraints on the parameters of multinomial distributions (e.g., discrete choice analysis). These constraints can be described in two equivalent ways: Either as the so...
Clintin P Davis-Stober,Jean-Paul Doignon,Samuel Fiorini et al. Clintin P Davis-Stober et al.
Mathematical psychology has a long tradition of modeling probabilistic choice via distribution-free random utility models and associated random preference models. For such models, the predicted choice probabilities often form a bounded and ...
Jeffrey Annis,Nathan J Evans,Brent J Miller et al. Jeffrey Annis et al.
One of the more principled methods of performing model selection is via Bayes factors. However, calculating Bayes factors requires marginal likelihoods, which are integrals over the entire parameter space, making estimation of Bayes factors...
M J Bayarri,Daniel J Benjamin,James O Berger et al. M J Bayarri et al.
Much of science is (rightly or wrongly) driven by hypothesis testing. Even in situations where the hypothesis testing paradigm is correct, the common practice of basing inferences solely on p-values has been under intense criticism for over...
Thomas J Palmeri,Bradley C Love,Brandon M Turner Thomas J Palmeri
This special issue explores the growing intersection between mathematical psychology and cognitive neuroscience. Mathematical psychology, and cognitive modeling more generally, has a rich history of formalizing and testing hypotheses about ...
Michael J Brusco,Douglas Steinley Michael J Brusco
Establishing blockmodels for one- and two-mode binary network matrices has typically been accomplished using multiple restarts of heuristic algorithms that minimize functions of inconsistency with ideal block structure. Although these algor...
Quentin F Gronau,Alexandra Sarafoglou,Dora Matzke et al. Quentin F Gronau et al.
The marginal likelihood plays an important role in many areas of Bayesian statistics such as parameter estimation, model comparison, and model averaging. In most applications, however, the marginal likelihood is not analytically tractable a...
Sobanawartiny Wijeakumar,Joseph P Ambrose,John P Spencer et al. Sobanawartiny Wijeakumar et al.
A fundamental challenge in cognitive neuroscience is to develop theoretical frameworks that effectively span the gap between brain and behavior, between neuroscience and psychology. Here, we attempt to bridge this divide by formalizing an i...