Can Equilibrium State Determine Complex Potential?

[binbagsss]

I have an observable denoted by C, related to a complex potential B by :

$C= \bar{B}B ,$

where $B$ is a complex potential. I know that $\left. C \right|_0 =C_0$, a known constant, where the evaluation at $_0$ denotes an equilibrium \ reference state. From this, I can not make any conclusions on $\left. B \right|_0$, or $\left. \bar{B} \right|_0$ can I ?

Thanks.

 

[FactChecker]

I have an observable denoted by C, related to a complex potential B by :

$C= \bar{B}B ,$

where $B$ is a complex potential. I know that $\left. C \right|_0 =C_0$, a known constant, where the evaluation at $_0$ denotes an equilibrium \ reference state. From this, I can not make any conclusions on $\left. B \right|_0$, or $\left. \bar{B} \right|_0$ can I ?

Thanks.

You forgot to use '##'. It is always a good practice to preview Latex to make sure it is doing what you want.

 

[binbagsss]

You forgot to use '##'. It is always a good practice to preview Latex to make sure it is doing what you want.

i didn't, it just created it on a new line and i didnt want that.

 

[FactChecker]

In your first post, I see a lot of single '#'s. Those should all be double '##'.

 

[binbagsss]

i thought double creates a new line. anyway, it wont let me edit it now.

 

[Doc Al]

(LaTex fixed)