» Articles » PMID: 1594730

Covariation in Natural Causal Induction

Overview
Journal Psychol Rev
Specialty Psychology
Date 1992 Apr 1
PMID 1594730
Citations 55
Authors
Affiliations
Soon will be listed here.
Abstract

The covariation component of everyday causal inference has been depicted, in both cognitive and social psychology as well as in philosophy, as heterogeneous and prone to biases. The models and biases discussed in these domains are analyzed with respect to focal sets: contextually determined sets of events over which covariation is computed. Moreover, these models are compared to our probabilistic contrast model, which specifies causes as first and higher order contrasts computed over events in a focal set. Contrary to the previous depiction of covariation computation, the present assessment indicates that a single normative mechanism--the computation of probabilistic contrasts--underlies this essential component of natural causal induction both in everyday and in scientific situations.

Citing Articles

Forward and backward blocking in statistical learning.

Nazli I, Ferrari A, Huber-Huber C, de Lange F PLoS One. 2024; 19(8):e0306797.

PMID: 39102398 PMC: 11299817. DOI: 10.1371/journal.pone.0306797.


Explanations and Causal Judgments Are Differentially Sensitive to Covariation and Mechanism Information.

Vasil N, Lombrozo T Front Psychol. 2022; 13:911177.

PMID: 35978769 PMC: 9377274. DOI: 10.3389/fpsyg.2022.911177.


Reasoning strategies and prior knowledge effects in contingency learning.

Beghin G, Markovits H Mem Cognit. 2022; 50(6):1269-1283.

PMID: 35484431 DOI: 10.3758/s13421-022-01319-w.


Years of life lost estimates cannot always be taken at face value: Response to "COVID-19 - exploring the implications of long-term condition type and extent of multimorbidity on years of life lost: a modelling study".

Rubo M, Czuppon P Wellcome Open Res. 2022; 5:137.

PMID: 35265750 PMC: 8874032. DOI: 10.12688/wellcomeopenres.16015.2.


On the Irrationality of Being in Two Minds.

Dehdashti S, Fell L, Bruza P Entropy (Basel). 2020; 22(2).

PMID: 33285949 PMC: 7516589. DOI: 10.3390/e22020174.