Who's Afraid of Special Relativity?

Author(s)
Forrest, Peter
Publication Date
2006
Abstract
It is not easy to state special relativity without begging various questions of interpretation. The following is my attempt to do so. First I say a statement is 'physically necessary' if it is entailed by the correct statements of laws of nature together with any metaphysically necessary truths. Next I assume that there are many ways of assigning coordinates t, x, y, z to events. Then by a 'relative transformation' of coordinates, I mean one that preserves the quasi-metric:- (t₁–t₂)² + (x₁–x₂)² + (y₁– y₂)² + (z₁– z₂)².Then special relativity tells us that if S is any physically necessary statement then so is S´ the result of systematically replacing t, x, y, z by t´, x´, y´ and z´.
Citation
Zeit und Geschichte: Beiträge des 28. Internationalen Wittgenstein Symposiums [Time and History: Proceedings of the 28th International Ludwig Wittgenstein Symposium], p. 73-75
ISBN
3938793171
9783938793176
ISSN
1022-3398
Link
Publisher
Ontos Verlag
Title
Who's Afraid of Special Relativity?
Type of document
Conference Publication
Entity Type
Publication

Files:

NameSizeformatDescriptionLink