Exact(1)
There are also related notions of representability for functions.
Similar(59)
Gödel's proof also requires the notion of representability of sets and relations in a formal system F.
Instead of using the notion of "representability", Gödel took a different approach by speaking of sets being "decidable in a formal system F" ("entscheidungsdefinit").
We summarise, correct and extend many of the known results on this topic, including the notion of "almost representability", and offer an amended version of Fishburn's conjecture.
A probability function and a utility function together represent a set of preferences just in case the following formula holds for all values of $A$ and $B$ in the domain of the preference relation Mathematical proofs of Representability are called representation theorems.
Today, credibility is low and the level of representability of politicians and parties is very low.
We introduce two indexes: an index of representability of measures and an index of dentability.
Tait, in contrast to Parsons, rejects the aspect of representability in intuition as the hallmark of the finitary; instead he takes finitary reasoning to be "a minimal kind of reasoning presupposed by all non-trivial mathematical reasoning about numbers".
If the proofs of F are systematically generated, it will be eventually determined, for any given number n, whether it belongs to S or not given that S is strongly representable in F. Both notions of representability strong and weak must be clearly distinguished from mere definability (in the standard sense of the word).
Notions of cosmopolitanism wither.
Notions of melody and harmony are verboten.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com