id	author	title	date	pages	extension	mime	words	sentences	flesch	summary	cache	txt
work_qtshgqnirva53l4xpaxmvcobzm	J. F. Costa	Incomputability at the foundations of physics (A study in the philosophy of science)	2013	24	.pdf	application/pdf	12167	1349	70	consequences of the theory that correspond to a set of functions expressing non-causal relations or (2) The scientist learns a theory if he/she is able to identify a (possibly infinite) set of relations the set SD of all (total) computable functions ψ such that ψ(0) is the code of a programme for ψ (Self Describing) can be seen as the set of laws of physics (as number codes) followed by their own predictive theories of different ordinal degree α of incomputability, i.e., classes of sets of computable We say that scientist M EX -, BC-identifies a set S of total functions just in case he/she EX-, BCidentifies every ψ ∈ S. M PREDβπ -identifies the (total, possibly non-computable) function ψ if there exists an order p ∈ N The physical law appear in our framework as a set of non-computable functions S, the instances	./cache/work_qtshgqnirva53l4xpaxmvcobzm.pdf	./txt/work_qtshgqnirva53l4xpaxmvcobzm.txt