This post adds nuance to what I said earlier. I continue to uphold the Potentiality Principle. I have never seen a good argument against it. But there is a question about when the principle first finds purchase. Certainly not before conception. At conception? Later on? Considerations of 'moral safety' suggest we say 'at conception.' But consider the following argument:
Consider a spatiotemporal (S/T) particular such as an amoeba, or a star, or to take a 'meso-particular,' a drop of water. The drop D, existing at time t1, divides at time t2 (t2 > t1) into two discrete nontouching droplets, E and F. Suppose E and F are 'identical twins.' That is to say, E and F, though numerically distinct, are indiscernible with respect to all monadic properties. The question arises: Does D cease to exist when it divides into E and F? Or does D continue to exist after the division or fission? There are exactly four possibilities.
P1. D ceases to exist at the moment of division. Where there was (at t1) one S/T particular, there are now (at t2) two, but neither of the two is diachronically identical to D.
P2. D does not cease to exist at the moment of division, but survives the division as E. What we have at t2 are two particulars, D = E and a copy or replica F.
P3. D does not cease to exist at the moment of division, but survives as F. What we have at t2 are two particulars, D = F and a copy or replica E.
P4. D does not cease to exist at the moment of division, but survives as the mereological sum of E and F.
If these are the only possibilities, then it seems the most reasonable course is to opt for (P1): D fails to surivive its splitting at t2. For what non-arbitrary reason could one have to prefer (P2) over (P3) or vice versa? If there were a reason to say that D becomes E, that same reason would also justify saying that D becomes F — which implies that the 'reason' is no reason at all. (Bear in mind the stipulation that E and F are indiscernible.) Both (P2) and (P3), then, are nonstarters. This leaves (P4). But (P4) amounts to saying that D survives as both E and F. And that is absurd. How could one thing become two things? This leaves us with (P1): D ceases to exist at the moment of division.
This is a general result applicable to any S/T particular, no matter how small, no matter how large.
I was once an adolescent, and I was once an infant. But was I once a unicellular zygote? If zygotic division is like the water drop division described above, then, although I once had a zygote as a precursor, that zygote was not me. For that zygote ceased to exist, whereas I still exist.
And if the right to life is grounded — as I would like to ground it — in the potentiality of some one biological individual to develop into what is clearly a rights-possessor, then that biological individual came into existence sometime after conception. This implies that the right to life cannot be ascribed to the conceptus, i.e., the product of the union of the sperm and egg cells at fertilization.
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