Alright, cool. 👌In general I think reference needs to be treated as a vague object to handle paradoxes (something along the lines of Hartry Field’s theory of vague semantics, although I may prefer something closer to linear logic rather than his non-classical logic) -- and also just to be more true to actual use.
I am not able to think of any argument why the set of un-referenceable entities should be paradoxical rather than empty, at the moment. But it seems somehow appropriate that the domain of quantification for our language be vague, and further could be that we don’t assert that nothing lies outside of it. (Only that there is not some thing definitely outside of it.)
Alright, cool. 👌In general I think reference needs to be treated as a vague object to handle paradoxes (something along the lines of Hartry Field’s theory of vague semantics, although I may prefer something closer to linear logic rather than his non-classical logic) -- and also just to be more true to actual use.
I am not able to think of any argument why the set of un-referenceable entities should be paradoxical rather than empty, at the moment. But it seems somehow appropriate that the domain of quantification for our language be vague, and further could be that we don’t assert that nothing lies outside of it. (Only that there is not some thing definitely outside of it.)