id	author	title	date	pages	extension	mime	words	sentences	flesch	summary	cache	txt
work_bv2una2m2ffo3cup6uhd3ysh2q	Benjamin Feintzeig	Toward an Understanding of Parochial Observables	2016	33	.pdf	application/pdf	12660	993	56	operators on a Hilbert space, but picking the (reducible) universal representation of the abstract 1Of course, these are not the only possible interpretations of algebraic quantum theories (See Ruetsche 2011, Ch. 6), but we will restrict our attention to these positions for the purpose of this paper. Furthermore, when we allow the Imperialist and the Universalist access to these idealized observables, one can show a precise sense in which they are equivalent interpretations. weak operator closed subalgebra of a Hilbert space is called a von Neumann algebra, so πω(A) will Hilbert space carries its own weak operator topology defined precisely as above, which allows us Ruetsche, however, presents a number of objections to the claim that the universal representation contains all parochial observables. as density operators (or even vectors!) on the Hilbert space HU of the universal representation. convergence as the weak operator topology on the universal representation.	./cache/work_bv2una2m2ffo3cup6uhd3ysh2q.pdf	./txt/work_bv2una2m2ffo3cup6uhd3ysh2q.txt