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Monte Carlo confidence intervals

Published on:

8 May 2024

Primary Category:

Computation

Paper Authors:

Amanda K. Glazer,

Philip B. Stark

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Key Details

Presents efficient method for Monte Carlo confidence intervals

Uses single simulation set for all parameter values

Works for exact/conservative Monte Carlo tests

Finds intervals quickly when p-value is quasiconcave

Additional savings for one-sample and two-sample problems

AI generated summary

Monte Carlo confidence intervals

This paper presents an efficient method to construct exact or conservative confidence intervals from Monte Carlo hypothesis tests. It uses a single set of simulations to test all parameter values, reducing computation. For real-valued parameters, intervals can be found quickly when the p-value is quasiconcave. Additional savings are possible for common statistics in one-sample and two-sample problems. An open-source Python implementation is provided.

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