id	author	title	date	pages	extension	mime	words	sentences	flesch	summary	cache	txt
work_2nsfvko7jvaondsy5ixj7aik2y	James Owen Weatherall	Maxwell-Huygens, Newton-Cartan, and Saunders-Knox Space-Times	2016	13	.pdf	application/pdf	4914	349	61	Maxwell-Huygens, Newton-Cartan, and Saunders-Knox Spacetimes Newtonian gravitation in Galilean spacetime and Newton-Cartan theory are systematically related. The proposition provides a precise characterization of one relationship between Maxwell-Huygens spacetime and NewtonCartan theory: namely, given a Newton-Cartan spacetime, the collection of flat derivative Newton-Cartan spacetime allows one to determine whether a given vector field (or body) definition), I defined a standard of rotation as an equivalence class of flat derivative opernot limit attention to Trautman recoveries, is there still a sense in which the only derivative operators relative to which the geodesics of a given Newton-Cartan spacetime may be naturally expressed as "accelerated by some force field" those that agree with that NewtonCartan spacetime on a standard of rotation? unique Maxwell-Huygens spacetime only after we limit attention to flat derivative operators considers the effects of gravitation in Maxwell-Huygens spacetime, Newton-Cartan theory	./cache/work_2nsfvko7jvaondsy5ixj7aik2y.pdf	./txt/work_2nsfvko7jvaondsy5ixj7aik2y.txt