- #1
Sherwood Botsford
- 91
- 22
- TL;DR Summary
- How does the many worlds interpretation deal with events where there are two possible outcomes with unequal probability. Or worse, when the probabiliy ratio is an irrational number?
Let's pay a visit to one of Schrodinger's cats.
In the classical statement of the case, we have to decide if the cat is alive or dead when the probability of the radio-active decay mechanism has a 50/50 chance of releasing the cyanide, most often posed as 60 minutes.
If I understand the MW interpretation, at the point we make the observation, the universe splits into two, one with a dead cat, and one with a live cat, and a less unhappy chapter of PETA.
But suppose I make the observation at 23 minutes. This would require a review for me of exponential functions to calculate, but I think it's about 25%. In MWI are there 4 universes with 3 live cats and one dead one?
In the classical statement of the case, we have to decide if the cat is alive or dead when the probability of the radio-active decay mechanism has a 50/50 chance of releasing the cyanide, most often posed as 60 minutes.
If I understand the MW interpretation, at the point we make the observation, the universe splits into two, one with a dead cat, and one with a live cat, and a less unhappy chapter of PETA.
But suppose I make the observation at 23 minutes. This would require a review for me of exponential functions to calculate, but I think it's about 25%. In MWI are there 4 universes with 3 live cats and one dead one?