2020
DOI: 10.21203/rs.3.rs-58815/v2
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Coincidence Analysis: A New Method for Causal Inference in Implementation Science

Abstract: Background: Implementation of multifaceted interventions typically involves many diverse elements working together in interrelated ways, including intervention components, implementation strategies, and features of local context. Given this real-world complexity, implementation researchers may be interested in a new mathematical, cross-case method called Coincidence Analysis (CNA) that has been designed explicitly to support causal inference, answer research questions about combinations of conditions that are … Show more

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Cited by 1 publication
(3 citation statements)
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“…[21,34] CCMs draw on Boolean algebra and set theory to identify combinations of strategies (configurations) linked to high performance. [18,19,35] Factors analyzed included facility and respondent characteristics and implementation strategies. Following a previously published method, we used the "minimally sufficient condition" function within cna to analyze the complete data set and exhaustively search all 1-, 2-, and 3-condition configurations instantiated in the data set, retaining configurations meeting pre-established consistency (i.e., cases with the outcome and the solution divided by all cases with the solution) and coverage (i.e., cases with the outcome and combination divided by all cases with the outcome) thresholds, and then identify particular combinations of strategies with the strongest connections to the outcome.…”
Section: Identifying Strategiesmentioning
confidence: 99%
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“…[21,34] CCMs draw on Boolean algebra and set theory to identify combinations of strategies (configurations) linked to high performance. [18,19,35] Factors analyzed included facility and respondent characteristics and implementation strategies. Following a previously published method, we used the "minimally sufficient condition" function within cna to analyze the complete data set and exhaustively search all 1-, 2-, and 3-condition configurations instantiated in the data set, retaining configurations meeting pre-established consistency (i.e., cases with the outcome and the solution divided by all cases with the solution) and coverage (i.e., cases with the outcome and combination divided by all cases with the outcome) thresholds, and then identify particular combinations of strategies with the strongest connections to the outcome.…”
Section: Identifying Strategiesmentioning
confidence: 99%
“…As more emphasis is placed on advancing methods of causal inference, configurational comparative methods (CCMs) offer potential solutions. [18] CCMs provide a systematic way to assess all factors and cases in a data set at once, analyze how specific combinations of conditions relate empirically to an outcome of interest, and then identify the key set of difference-makers that distinguish patients receiving high-quality versus low-quality care. [18][19][20][21] Because CCMs differ from traditional probabilistic regression analytic methods, combining these methods with qualitative data enables convergent validation and mechanistic understanding.…”
Section: Introductionmentioning
confidence: 99%
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