bhobba
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Frank Castle said:In a set of notes I've read in the last couple of days the author refers to quantum fluctuations of a quantum field in terms of the variance of its Fourier modes ##\delta\phi( t, \mathbf{k}) =\sqrt{\langle\phi^{2}\rangle}## about its expectation value ##\langle\phi\rangle =0##. I'm not saying I place any trust in this description, but I was just wondering what your thoughts are on it?
How can an operator vary? Obviously they are in some way referring to the variance of an observation of some sort.
Thanks
Bill