OK dude i honestly have never heard that theory about black holes before - me and science parted company in the 1980s so you may well have a point
I would like to see some references though!
Best I can offer is wiki not really a great source…
Certainly it looks like black holes have very weird thermodynamics:
en.wikipedia.org/wiki/Black_hole_thermodynamics
en.wikipedia.org/wiki/Black_hole … on_paradox
They certainly seem to reckon that this potental information loss may be solvable and that some to all information isn’t lost!
[i]"Hawking was convinced, however, because of the simple elegance of the resulting equation which “unified” thermodynamics, relativity, gravity, and Hawking’s own work on the Big Bang. This annoyed many physicists, notably John Preskill, who in 1997 bet Hawking and Kip Thorne that information was not lost in black holes.
There are various ideas about how the paradox is solved. Since the 1997 proposal of the AdS/CFT correspondence, the predominant belief among physicists is that information is preserved and that Hawking radiation is not precisely thermal but receives quantum corrections. Other possibilities include the information being contained in a Planckian remnant left over at the end of Hawking radiation or a modification of the laws of quantum mechanics to allow for non-unitary time evolution.
In July 2005, Stephen Hawking published a paper and announced a theory that quantum perturbations of the event horizon could allow information to escape from a black hole, which would resolve the information paradox. His argument assumes the unitarity of the AdS/CFT correspondence which implies that an AdS black hole that is dual to a thermal conformal field theory, is unitary. When announcing his result, Hawking also conceded the 1997 bet, paying Preskill with a baseball encyclopedia “from which information can be retrieved at will”. However, Thorne remains unconvinced of Hawking’s proof and declined to contribute to the award."[/i]
Apparently the second law isn’t a law or a tendency or a “postulate”
“As mentioned above, in statistical mechanics, the Second Law is not a postulate, rather it is a consequence of the fundamental postulate, also known as the equal prior probability postulate”
However they offer plenty of proofs for it.
Personally I’d cite empirical evidence despite hundreds of efforts no one has ever created a perpetual motion machine - there always seems to be heat loss!
[i]"if the heat particle was conserved, and as such not changed in the cycle of an engine, that it would be possible to send the heat particle cyclically through the working fluid of the engine and use it to push the piston and then return the particle, unchanged, to its original state. In this manner perpetual motion could be created and used as an unlimited energy source.
Thus, historically, people have always been attempting to create a perpetual motion machine, in violation of the second law, in the hope of solving the world’s energy limitations."[/i]
en.wikipedia.org/wiki/Second_law … modynamics
A bit on prior probability here (some sort of statistical way of considering a priori - hey philosophers take note!)
en.wikipedia.org/wiki/Prior_probability
Maybe a case for booting this onto the science forum - I’m at the limits of my small knowledge James!
kp