Tomboy,
- I accept that my earlier efforts were not quite complementary, but I think the current one is. If the SM is that if I come to exist, I will exist for only one finite lifetime, the complement only needs to include 2 possibilities: i.e., that if I come to exist, I will exist 1) infinitely, or 2) more than once.
- The SM contains two modifiers. The compliment also has two modifiers, and as far as I can tell non-finite is infinite, and non-singular is multiple (given that zero lifetimes has been eliminated).
Good morning, Mr. Savage!
At the risk of being accused of "ridiculing" your "argument", there are three problems with your current position.
The most fundamental problem is that you are still misstating the relationship of
p and
~p. One you state a
p, you do not get to limit
~p;
~p is, by definition, anything (and everything) that is not
p. If you state your
p as, "if I come to exist, I will exist for only one finite lifetime", the your
~p is (as I say again) anything and everything else (not just two possibilities that seem to support your argument).
Another problem, as I pointed out above, is that "if I come to exist, I will exist for only one finite lifetime", is not a statement of the "scientific model". I invite you to demonstrate a single scientist who has ever held or defended your position as a result od scientific research.
Yet another problem, also mentioned above, is that you are continually ignoring the fact that two unconnected consciousnesses inhabiting two
different bodies at two
different times; sharing no memories, experiences, or characteristics; is not in any way a definition of "immortality". It is not "essentially" a definition of immortality. It is not a definition of "essentially" immortality.
If all you mean is that is comforts you to believe that you used to be somebody else (even though you cannot remember it) and you will, in fact, be somebody else again (even though you will not know it), than say so.
Adhering to that superstition is not, however, "essentially" proving "immortality" with (or without) bayesian statistics.