True Statistical Model: Difference between revisions
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=== 2002 === | === 2002 === | ||
* ([[2002_TowardAMethodOfSelAmongCompuModelsOfCog|Pitt et al., 2002]]) ⇒ Mark A. Pitt, In Jae Myung, and Shaobo Zhang. ([[2002]]). “[http://www.indiana.edu/~clcl/Q550_WWW/Papers/Pitt_Model_Selection_PR.pdf Toward a Method of Selecting Among Computational Models of Cognition].” In: Psychological Review, 109(3). | * ([[2002_TowardAMethodOfSelAmongCompuModelsOfCog|Pitt et al., 2002]]) ⇒ Mark A. Pitt, In Jae Myung, and Shaobo Zhang. ([[2002]]). “[http://www.indiana.edu/~clcl/Q550_WWW/Papers/Pitt_Model_Selection_PR.pdf Toward a Method of Selecting Among Computational Models of Cognition].” In: Psychological Review, 109(3). [http://dx.doi.org/10.1037/0033-295X doi:10.1037/0033-295X] | ||
** … If the [[Statistical Model|model]] contains as a special case the [[Probability Function|probability distribution]] that generated the [[Data Object|data]] (i.e., the [[True Statistical Model|“true” model]]), then the [[Statistical Model|model]] is said to be [[Correctly Specified Statistical Model|correctly specified]]; otherwise it is [[Misspecified Statistical Model|misspecified]]. ... | ** QUOTE: … If the [[Statistical Model|model]] contains as a special case the [[Probability Function|probability distribution]] that generated the [[Data Object|data]] (i.e., the [[True Statistical Model|“true” model]]), then the [[Statistical Model|model]] is said to be [[Correctly Specified Statistical Model|correctly specified]]; otherwise it is [[Misspecified Statistical Model|misspecified]]. ... | ||
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Latest revision as of 04:01, 25 January 2022
See: Statistical Model, Stochastic Process, False Statistical Model, Correctly Specified Statistical Model.
References
2002
- (Pitt et al., 2002) ⇒ Mark A. Pitt, In Jae Myung, and Shaobo Zhang. (2002). “Toward a Method of Selecting Among Computational Models of Cognition.” In: Psychological Review, 109(3). doi:10.1037/0033-295X
- QUOTE: … If the model contains as a special case the probability distribution that generated the data (i.e., the “true” model), then the model is said to be correctly specified; otherwise it is misspecified. ...