display all the ideas for this combination of philosophers
4 ideas
4226 | If three regions 'freeze' every three, four and five years, after sixty years everything stops for a year [Shoemaker, by Lowe] |
Full Idea: If region A has a year's 'freeze' every three years, region B does it every four years, and C every five years, every sixty years they would all freeze, and there would be no witnesses. The simplest hypothesis is that a year passes with no events. | |
From: report of Sydney Shoemaker (Time Without Change [1969]) by E.J. Lowe - A Survey of Metaphysics p.247 | |
A reaction: Lovely argument. I definitely vote for there being a year of time with no events, even though it contradicats Einstein and the rest. As usual, we should be doing ontology, but get lured into epistemology. |
8595 | If three regions freeze every 3rd, 4th and 5th year, they all freeze together every 60 years [Shoemaker] |
Full Idea: If region A locally freezes (for one year, observed by the other two regions) every third year, and region B every fourth year, and region B every fifth year, ...then every sixtieth year there will be a total freeze lasting one year. | |
From: Sydney Shoemaker (Time Without Change [1969], p.56) | |
A reaction: One of the most brilliant thought experiments in modern philosophy!!! He demonstrates that there can be time without change, but also that we must rely on best explanation, and that there is more to ontology than epistemology (let alone semantics). |
17383 | Species are the lowest-level classification in biology [Dupré] |
Full Idea: Species are, by definition, the lowest-level classificatory unit, or basal taxonomic unit, for biological organisms. | |
From: John Dupré (The Disorder of Things [1993], 2) | |
A reaction: I think this is the 'infima species' for Aristotelians. What about 'male' and 'female' in each species? |
17386 | The theory of evolution is mainly about species [Dupré] |
Full Idea: Species are what the theory of evolution is centrally about. | |
From: John Dupré (The Disorder of Things [1993], 2) |