17 ideas
21855 | Only in the 1780s did it become acceptable to read Spinoza [Lord] |
17311 | Real definitions don't just single out a thing; they must also explain its essence [Koslicki] |
17610 | The Axiom of Choice paradoxically allows decomposing a sphere into two identical spheres [Maddy] |
17620 | Critics of if-thenism say that not all starting points, even consistent ones, are worth studying [Maddy] |
17605 | Hilbert's geometry and Dedekind's real numbers were role models for axiomatization [Maddy] |
17625 | If two mathematical themes coincide, that suggest a single deep truth [Maddy] |
17615 | Every infinite set of reals is either countable or of the same size as the full set of reals [Maddy] |
17312 | It is more explanatory if you show how a number is constructed from basic entities and relations [Koslicki] |
17618 | Set-theory tracks the contours of mathematical depth and fruitfulness [Maddy] |
17614 | The connection of arithmetic to perception has been idealised away in modern infinitary mathematics [Maddy] |
17314 | The relata of grounding are propositions or facts, but for dependence it is objects and their features [Koslicki] |
17313 | Modern views want essences just to individuate things across worlds and times [Koslicki] |
17309 | For Fine, essences are propositions true because of identity, so they are just real definitions [Koslicki] |
17315 | We need a less propositional view of essence, and so must distinguish it clearly from real definitions [Koslicki] |
17317 | A good explanation captures the real-world dependence among the phenomena [Koslicki] |
21866 | Hobbes and Spinoza use 'conatus' to denote all endeavour for advantage in nature [Lord] |
17316 | We can abstract to a dependent entity by blocking out features of its bearer [Koslicki] |