- #1
Jimster41
- 783
- 82
i hate to start a new thread.
Is it correct to say there is nothing in the current SM (or SUSY?) that resolves Loschmidt's puzzle of where irreversibility comes from. Or is it (non-commutativity?) a basic feature feature of all QM? If it is a basic feature of all QM, is it thought to require an explanation or root cause? Is that why there is so much about deriving non-commutative algebra's and geometries from theories of QG?
http://en.m.wikipedia.org/wiki/Loschmidt's_paradox
Is it correct to say there is nothing in the current SM (or SUSY?) that resolves Loschmidt's puzzle of where irreversibility comes from. Or is it (non-commutativity?) a basic feature feature of all QM? If it is a basic feature of all QM, is it thought to require an explanation or root cause? Is that why there is so much about deriving non-commutative algebra's and geometries from theories of QG?
http://en.m.wikipedia.org/wiki/Loschmidt's_paradox