@Fil Albuquerque,
Fil. Albuquerque;131733 wrote:can someone explain beyond reasonable doubt what random might mean ?
Didn't I do this yesterday? For the world to be determined, three conditions must obtain:
1) at all times the world has an exactly describable state
2) there are laws of nature that are the same in all times and places
3) given the state of the world at any time, the state of the world at any other time is exactly specified by the given state in conjunction with the laws of nature.
A consequence of the above is that a determined world is, in principle, completely describable mathematically. If there is mathematical randomness, which is to say, if there are features of the world for which there is no possible generating algorithm, then the world is not determined. I showed you previously how to construct the prefix of a real number for which the probability of the continuation being computable is zero.