Results 11 to 20 of about 43 (43)
A new approach to detailed statistical inference for the two-decision and multiple decision problem was developed by Chatterjee and Chattopadhyay (1992, 1993).
Gaurangadeb Chattopadhyay
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Many recent studies have probed status bias in the peer-review process of academic journals and conferences. In this article, we investigated the association between author metadata and area chairs’ final decisions (Accept/Reject) using our compiled ...
Chen Chang +4 more
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I thank Thomas Richardson and James Robins for their discussion of my article, and discuss the similarities and differences between their approach to causal modelling, based on single world intervention graphs, and my own decision-theoretic approach.
Dawid Philip
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From urn models to box models: Making Neyman's (1923) insights accessible
Neyman’s 1923 paper introduced the potential outcomes framework and the foundations of randomization-based inference. We discuss the influence of Neyman’s paper on four introductory to intermediate-level textbooks by Berkeley faculty members (Scheffé ...
Lin Winston +3 more
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Spillover detection for donor selection in synthetic control models
Synthetic control (SC) models are widely used to estimate causal effects in settings with observational time-series data. To identify the causal effect on a target unit, SC requires the existence of additional units that are not impacted by the ...
O’Riordan Michael +1 more
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Decision making, symmetry and structure: Justifying causal interventions
We can use structural causal models (SCMs) to help us evaluate the consequences of actions given data. SCMs identify actions with structural interventions. A careful decision maker may wonder whether this identification is justified.
Johnston David O. +2 more
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Idescat. SORT. On the frequentist and Bayesian approaches to hypothesis testing. Volume 30 (1)
Hypothesis testing is a model selection problem for which the solution proposed by the two main statistical streams of thought, frequentists and Bayesians, substantially differ.
Elías Moreno +3 more
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A Characterization for the Spherical Scoring Rule
decision theory, probability assessment, probability elicitation, proportionality, strictly proper scoring rule, Primary 62C99, Secondary 62A01, 90B50, 91B06, C44, C89,
Victor Jose
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Comment on: “Decision-theoretic foundations for statistical causality”
Shpitser Ilya
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Introduction to Double Robust Methods for Incomplete Data. [PDF]
Seaman SR, Vansteelandt S.
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