Originally posted by Stevo
But why? Is it impossible in a physical sense (is it impossible due to the contingent nature of our universe), or is it impossible in a purely logical, conceptual sense.
Hey, I'm only trying to outline possibilities. Not why particular possibilities might be true or otherwise! I would postulate that in this case time travel is non-directional - ie it just "is" and that there is only one potential way to move in time - the stock standard way we all know.
Originally posted by Stevo
It would seem that in this case [that you can travel in time but not change anything that would upset the timeline] that in every case where causality works backwards, it is necessarily involved in a loop. Not sure though...
Actually it doesn't quite require a loop, it can easily be explained by the concept that everything is predetermined. If so, it was required that you travel in time because you already had. It also says that if you had a cheese sandwich for lunch you were always going to have a cheese sandwich for lunch. However since we are unaware of this predetermination we are able to believe in our own free will.
Or of course there could just be a lot of loops...
Originally posted by Stevo
These two are the really tricky ones. I hinted above at the problem with (4). Suppose I go back in time and delete the tapes of Rocca striking Lade. Rocca is cleared, plays in the GF, and Collingwood win. Now, this is different to what has happened. So, (4) proposes that a new alternate universe is created to accomodate for the new chain of causality. However, for the original universe to continue, its own chain of causality must be unchanged, and this would require that I did not delete the tapes, that Rocca was suspended, and Collingwood lost the GF.
How do I explain this concept? I guess what I'm saying is that you come from universe "A" where Rocca was suspended. You then go back in time and erase those tapes (not that that would have won the GF for Collingwood ), and Rocca plays. You hve thus created universe A^. A^ differs from A in that at one particular point the tapes of Rocca being a dirty bastard are erased. However in your personal timeline, you come from A + X where X is the time difference from the point of divergence to where you travelled back in time. What would be interesting to know would be whether if you return to your normal time whether you would reappear at A+X or A^+X.
Originally posted by Stevo
Case (3) results in a loop. If I can shoot my grandfather, then I cease to exist which means in the future I don't exist to build a time machine to go back in time to shoot my grandfather.
Case (3) is the most problematic. Now assuming that you travel back in time to point A-X, and then kill your grandfather at point A, creating alternate timeline A^ as per above. In A^ you cannot come to be, so you are erased from future history if you like. However at a point prior to A, you do exist in both the A and A^ timelines as a visitor from the future. So perhaps for the period of time between A-X where you reappear in the past and A you exist as the potential for you to exist still well exists. So the version of you prior to time point A is a potential you should path A be followed, not A^. So what exists in that timeframe is a potential, although it seems and acts real. I guess what I'm saying in this case is that up until the point at which you kill your grandfather you are real (albeit in a future sense), so you would not cease to exist (potentially) until that point, so a future you travelling to the past could exist right up until the point you killed your grandfather.
Does any of that make any sense at all?