If you make a bet in poker believing that you have .6 chance of winning, and you lose, I believe your claim that you will not be indignant. In this case you have a weak belief that you will win. But, if you lose bets with the same probability 10 times in row, would you feed indignant? Would you question your assumptions and calculations that led to the .6 probability?
If it turns out the cryonics works, would you be surprised? Would you have to question any beliefs that influence your current view of it?
Yes, at some point if I kept seeing unexpected outcomes in poker I would begin to wonder if the game was fixed somehow. I’m open to changing my view of whether cryonics is worthwhile in light of new evidence as well.
I wouldn’t be hugely surprised if at some point in the next 50 years someone is revived after dying and being frozen. My doubts are less related to the theoretical possibilities of reviving someone and more to the practical realities and cost/benefit vs. other uses of my available resources.
If you make a bet in poker believing that you have .6 chance of winning, and you lose, I believe your claim that you will not be indignant. In this case you have a weak belief that you will win. But, if you lose bets with the same probability 10 times in row, would you feed indignant? Would you question your assumptions and calculations that led to the .6 probability?
If it turns out the cryonics works, would you be surprised? Would you have to question any beliefs that influence your current view of it?
Yes, at some point if I kept seeing unexpected outcomes in poker I would begin to wonder if the game was fixed somehow. I’m open to changing my view of whether cryonics is worthwhile in light of new evidence as well.
I wouldn’t be hugely surprised if at some point in the next 50 years someone is revived after dying and being frozen. My doubts are less related to the theoretical possibilities of reviving someone and more to the practical realities and cost/benefit vs. other uses of my available resources.