Graphoids over Counterfactuals

Augmenting the graphoid axioms with three additional rules enables us to handle independencies among observed as well as counterfactual variables. The augmented set of axioms facilitates the derivation of testable implications and ignorability conditions whenever modeling assumptions are articulated...

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Main Author: Pearl Judea
Format: Article
Language:English
Published: De Gruyter 2014-09-01
Series:Journal of Causal Inference
Subjects:
Online Access:https://doi.org/10.1515/jci-2014-0028
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spelling doaj-6b3831f655f84f7f84053564f60f27a62021-09-06T19:40:28ZengDe GruyterJournal of Causal Inference2193-36772193-36852014-09-012224324810.1515/jci-2014-0028Graphoids over CounterfactualsPearl Judea0Department of Computer Science, University of California – Los Angeles, Los Angeles, CA 90095-1596, USAAugmenting the graphoid axioms with three additional rules enables us to handle independencies among observed as well as counterfactual variables. The augmented set of axioms facilitates the derivation of testable implications and ignorability conditions whenever modeling assumptions are articulated in the language of counterfactuals.https://doi.org/10.1515/jci-2014-0028conditional independencecounterfactualsgraphoidstestable implicationsconsistency axiomignorabilitymediation
collection DOAJ
language English
format Article
sources DOAJ
author Pearl Judea
spellingShingle Pearl Judea
Graphoids over Counterfactuals
Journal of Causal Inference
conditional independence
counterfactuals
graphoids
testable implications
consistency axiom
ignorability
mediation
author_facet Pearl Judea
author_sort Pearl Judea
title Graphoids over Counterfactuals
title_short Graphoids over Counterfactuals
title_full Graphoids over Counterfactuals
title_fullStr Graphoids over Counterfactuals
title_full_unstemmed Graphoids over Counterfactuals
title_sort graphoids over counterfactuals
publisher De Gruyter
series Journal of Causal Inference
issn 2193-3677
2193-3685
publishDate 2014-09-01
description Augmenting the graphoid axioms with three additional rules enables us to handle independencies among observed as well as counterfactual variables. The augmented set of axioms facilitates the derivation of testable implications and ignorability conditions whenever modeling assumptions are articulated in the language of counterfactuals.
topic conditional independence
counterfactuals
graphoids
testable implications
consistency axiom
ignorability
mediation
url https://doi.org/10.1515/jci-2014-0028
work_keys_str_mv AT pearljudea graphoidsovercounterfactuals
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