lovett
Deity
- Joined
- Sep 21, 2007
- Messages
- 2,570
The point of loosening the definition of poison is to challenge the assertion that the difference in the circumstances of death matters. In this case you're asserting that B is not guilty as long as "everything in C's life" is the same. That's arguably impossible; simply by interacting with C be may make minute changes in what happens to C. At the other extreme we might say B did not change the fact that C won't make it home to see his wife and kids, and compared to spending time with loved ones, the details of how other things happen in C's life are immaterial, and C doesn't value them. Therefore B didn't change anything. So there's a sliding scale here. You choose to draw the line at, I guess, C noticing the difference. How isn't this arbitrary? If it is arbitrary, maybe the distinction is not important.
I think your problem is this; Some deaths which could have been are identical with some actual deaths. And some deaths which could have been aren't identical with other actual deaths. But, between these clear-cut case of paradigmatic identity and non-identity there are gray areas. There are some pairs of deaths -actual and possible- about which we are simply not sure what to say. Consequently, wherever we make a cut will be arbitrary. And, so you are suggesting, no arbitrary cut is important. I should note this is a general problem; it is the problem of identity over possible worlds.
Perhaps it is true that no arbitrary cut is important. But that does not mean we cannot make such a cut with full justification, and such a cut could support claims about causation. Remember, this is a causal problem primarily and an ethical problem only in a derivative way.
Let's consider a similar problem:
1 grain of wheat does not make a heap.
If 1 grain of wheat does not make a heap then 2 grains of wheat do not.
If 2 grains of wheat do not make a heap then 3 grains do not.
If 9,999 grains of wheat do not make a heap then 10,000 do not.
10,000 grains of wheat do not make a heap.
This sort of problem is called a sorites paradox. The problem is that 10,000 grains of sand are a heap. But any cut between 10,000 and 1 seems entirely arbitrary. How could one grain of sand be so important to make or break a heap? Why not the one before or after it? This is why the first premise seems compelling.
But, clearly, it shouldn't. Because 10,000 grain do make a heap. The way to accept this is to say that we sometimes can make arbitrary cuts, and we can make them pretty much wherever we want. This idea is called supervaluation; between paradigmatic cases any cut we make is in order. Consequently, we make such cuts with all the justification we need. And those cuts can make a pile into a heap. They can support significant metaphysical distinctions.
Well, we can say the same thing about deaths. Between clear-cut paradigmatic cases of different deaths (and, I would contend all the deaths I have discussed so far are such clear-cut cases!) there are gray areas. But this doesn't matter. In the gray areas we can say whatever we want. And, depending on what we say, we will make different causal claims. The fact that these causal claims will be based on an arbitrary distinction doesn't matter; we make the distinction with full justification.