22 ideas
9108 | From an impossibility anything follows [William of Ockham] |
9107 | A proposition is true if its subject and predicate stand for the same thing [William of Ockham] |
10017 | Truth in a model is more tractable than the general notion of truth [Hodes] |
10018 | Truth is quite different in interpreted set theory and in the skeleton of its language [Hodes] |
16300 | Ockham had an early axiomatic account of truth [William of Ockham, by Halbach] |
10015 | Higher-order logic may be unintelligible, but it isn't set theory [Hodes] |
10011 | Identity is a level one relation with a second-order definition [Hodes] |
9106 | The word 'every' only signifies when added to a term such as 'man', referring to all men [William of Ockham] |
10016 | When an 'interpretation' creates a model based on truth, this doesn't include Fregean 'sense' [Hodes] |
10027 | Mathematics is higher-order modal logic [Hodes] |
10026 | Arithmetic must allow for the possibility of only a finite total of objects [Hodes] |
10021 | It is claimed that numbers are objects which essentially represent cardinality quantifiers [Hodes] |
10022 | Numerical terms can't really stand for quantifiers, because that would make them first-level [Hodes] |
9113 | Just as unity is not a property of a single thing, so numbers are not properties of many things [William of Ockham] |
9110 | The words 'thing' and 'to be' assert the same idea, as a noun and as a verb [William of Ockham] |
10023 | Talk of mirror images is 'encoded fictions' about real facts [Hodes] |
15388 | Universals are single things, and only universal in what they signify [William of Ockham] |
9109 | If essence and existence were two things, one could exist without the other, which is impossible [William of Ockham] |
6455 | Maybe 'sense-data' just help us to talk about unusual perceptual situations [Lacey] |
6454 | Where do sense-data begin or end? Can they change? What sort of thing are they? [Lacey] |
6453 | Some claim sense-data are public, and are parts of objects [Lacey] |
9105 | Some concepts for propositions exist only in the mind, and in no language [William of Ockham] |