Newton's Open Problem: Earth's Figure and Universal Gravitation
Newton's Open Problem: Earth's Figure and Universal Gravitation
Different geodetic measurement operations sketched in: Pierre Bouguer and Charles-Marie de La Condamine in La figure de la terre, Paris 1749.
Hydrostatic derivation of planetary equilibrium figure in: Alexis Clairaut, Théorie de la figure de la terre : tirée des principes de l'hydrostatique, Paris 1743.
The Problem of the Earth's Figure: Measurement, Theory, and Evidence in Physical Geodesy, University of Cambridge 2024 [PhD Dissertation].
Newton as Geodesist: The Problem of the Earth's Figure and the Argument for Universal Gravitation.* Newsletter of the American Physical Society 31 (2022). short & long versions.
*Winner of the 2022 APS History and Philosophy of Physics Essay Price
Pluralizing Measurement: Physical Geodesy’s Measurement Problem and its Resolution, 1880-1924. Studies in the History and Philosophy of Science A 96 (2022), 51-67.*
*Winner of the 2021 Du Châtelet Price in Philosophy of Physics
The Epistemic Privilege of Measurement: Motivating a Functionalist Account. Philosophy of Science 90, 5 (2023).
The Promises and Pitfalls of Precision: Random and Systematic Error in Physical Geodesy. Annals of Science 81 (2024), 1-2.
How Incoherent Measurement Succeeds: Coordination and Success in the Measurement of the Earth’s Polar Flattening. Studies in the History and Philosophy of Science A 88 (2021), 45-62.