Improving Exoplanet Detection Power: Multivariate Gaussian Process Models for Stellar Activity
David E. Jones, David C. Stenning, Eric B. Ford, Robert L. Wolpert,, Thomas J. Loredo, Christian Gilbertson, Xavier Dumusque

TL;DR
This paper enhances exoplanet detection by developing advanced Gaussian process models that better account for stellar activity, significantly improving the ability to detect low-mass planets in radial velocity data.
Contribution
It introduces dimension reduction for stellar activity indicators and extends Gaussian process models with a model comparison approach, advancing the state-of-the-art in exoplanet detection.
Findings
Improved detection power for low-mass exoplanets.
Effective model selection enhances detection accuracy.
Significant performance gains over previous methods.
Abstract
The radial velocity method is one of the most successful techniques for detecting exoplanets. It works by detecting the velocity of a host star induced by the gravitational effect of an orbiting planet, specifically the velocity along our line of sight, which is called the radial velocity of the star. Low-mass planets typically cause their host star to move with radial velocities of 1 m/s or less. By analyzing a time series of stellar spectra from a host star, modern astronomical instruments can in theory detect such planets. However, in practice, intrinsic stellar variability (e.g., star spots, convective motion, pulsations) affects the spectra and often mimics a radial velocity signal. This signal contamination makes it difficult to reliably detect low-mass planets. A principled approach to recovering planet radial velocity signals in the presence of stellar activity was proposed by…
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Taxonomy
TopicsStellar, planetary, and galactic studies · Target Tracking and Data Fusion in Sensor Networks · Spectroscopy and Chemometric Analyses
