Figures of Merit for Testing Standard Models: Application to Dark Energy Experiments in Cosmology
Adam Amara, Thomas Kitching

TL;DR
This paper develops a framework for designing cosmological experiments that maximizes the likelihood of detecting deviations from standard models, incorporating external data and priors, with robustness across different optimization methods at current survey levels.
Contribution
It introduces a new experimental design framework that optimizes the chance of discovering deviations from standard cosmological models, considering external data and priors.
Findings
Optimal configurations depend on the chosen optimization approach.
Different optimization methods yield similar results for current surveys.
The framework can incorporate external data and priors effectively.
Abstract
Given a standard model to test, an experiment can be designed to: (i) measure the standard model parameters; (ii) extend the standard model; or (iii) look for evidence of deviations from the standard model. To measure (or extend) the standard model, the Fisher matrix is widely used in cosmology to predict expected parameter errors for future surveys under Gaussian assumptions. In this article, we present a frame- work that can be used to design experiments such that it maximises the chance of finding a deviation from the standard model. Using a simple illustrative example, discussed in the appendix, we show that the optimal experimental configuration can depend dramatically on the optimisation approach chosen. We also show some simple cosmology calculations, where we study Baryonic Acoustic Oscillation and Supernove surveys. In doing so, we also show how external data, such as the…
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