- #1
gruff
- 15
- 0
Hi
Just finished the chapter on the Multiverse in David Deutsche's excellent book The Beginning of Infinity.
His explanation of how discrete values change from the multiverse perspective is brilliant. In it he explains that there is no such thing as a 'quantum jump' and that what 'changes' is the proportions of the two possible values of instances of it in the multiverse - in this case an electron's energy level in an atom after absorbing a photon. Before the photon arrives the electron has the same value in all the universes, and afterwards it is at the higher energy level. Because of the 'fungibility' of these instances no electron has changed its value so no jump is invoked, instead the proportions of those two values in the multiverse changed; halfway through the process half of the electron instances in the multiverse are in the ground state and half are raised to the next energy level.
However my question is how are there fungible instances of the electron in the multiverse in the first place? Perhaps because something else in the universe has changed (eg an electron in a star beyond the visible universe differs by 1 quantum) causing the universe to split into a new instance in which the rest of the universe is unchanged*?. Is this the source of the fungible instances of our electron?
[*Assuming an infinite universe there are an infinity of universes in the multiverse which differ by a single quantum. In a finite universe it would be a very large but finite number. Earlier in the book he explains with the help of Hilbert's Infinity Hotel that proportions of infinite sets are nonsensical. Does that mean that for the idea to work the universe must be finite?]
Just finished the chapter on the Multiverse in David Deutsche's excellent book The Beginning of Infinity.
His explanation of how discrete values change from the multiverse perspective is brilliant. In it he explains that there is no such thing as a 'quantum jump' and that what 'changes' is the proportions of the two possible values of instances of it in the multiverse - in this case an electron's energy level in an atom after absorbing a photon. Before the photon arrives the electron has the same value in all the universes, and afterwards it is at the higher energy level. Because of the 'fungibility' of these instances no electron has changed its value so no jump is invoked, instead the proportions of those two values in the multiverse changed; halfway through the process half of the electron instances in the multiverse are in the ground state and half are raised to the next energy level.
However my question is how are there fungible instances of the electron in the multiverse in the first place? Perhaps because something else in the universe has changed (eg an electron in a star beyond the visible universe differs by 1 quantum) causing the universe to split into a new instance in which the rest of the universe is unchanged*?. Is this the source of the fungible instances of our electron?
[*Assuming an infinite universe there are an infinity of universes in the multiverse which differ by a single quantum. In a finite universe it would be a very large but finite number. Earlier in the book he explains with the help of Hilbert's Infinity Hotel that proportions of infinite sets are nonsensical. Does that mean that for the idea to work the universe must be finite?]