display all the ideas for this combination of philosophers
2 ideas
| 16677 | Anti-Razor: if you can't account for a truth, keep positing things until you can [Pasnau] |
| Full Idea: The Anti-Razor says 'whenever an affirmative proposition is truly stated, if one thing does not suffice to account for its truth, then one must posit things, and if two do not suffice then three, and so on to infinity'. | |
| From: Robert Pasnau (Metaphysical Themes 1274-1671 [2011], 14.3) | |
| A reaction: This is quoted from an anonymous logic text of 1325. Apparently Ockham himself articulated the idea more than once. |
| 18861 | Maybe number statements can be paraphrased into quantifications plus identities [Tallant] |
| Full Idea: One strategy is whenever we are presented with a sentence that might appear to entail the existence of numbers, all that we have to do is paraphrase it using a quantified logic, plus identity. | |
| From: Jonathan Tallant (Metaphysics: an introduction [2011], 03.5) | |
| A reaction: This nominalist strategy seems fine for manageable numbers, but gets in trouble with numbers too big to count (e.g. grains of sand in the world) , or genuine infinities. |