ρ→1 and we get a pure state, is that correct?
So there are pure thermal state, they are just thermal state at an (ideal) zero temperature?
If I am right, do such pure thermal states exist in nature?
Thanks a lot for your help!
Hey guys,
I was reading about thermal states and now I have a doubt: is a thermal state always a mixed state with density matrix ρ=exp(-βH)/Tr(exp(-βH)), or is there also a pure thermal state?
Thank you
I thought about it but I'm not sure wether should I use schwarzschild coordinates nor kruskal coordinate,since I'm supposed to be in a regon with r<2M.
The proper time for the obsverver is,I think, d/dτ= [(2M/r) − 1]^-1/2.
The thing is is,when I try to write down the explicit expression for...
Hello,
Can anyone help me with that?
It's a problem taken from Wald book on General Relativity,in the section of Schwarzschild solution
Thanks
Show that any particle (not necessarily in geodesic motion) in region II (r <
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Hello everybody,
How do you prove that,given an n-dimensional manifold with constant curvature , i.e.
the constant K is given by : K= R/n(n-1) (R denotes the scalar curvature)?
I tried to contract the Riemann tensor in the expression above to obtain on the left side the scalar...