- #1
Darkmisc
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I'm a bit confused about the nature of probability conservation and expectation values.
According to probability conservation,
[itex]\frac{∂P(r,t)}{∂t}[/itex]=0.
Does that mean that expectation values e.g. <x>, <p> and <E> depend only on the position of the particle and not on time?
Thanks
According to probability conservation,
[itex]\frac{∂P(r,t)}{∂t}[/itex]=0.
Does that mean that expectation values e.g. <x>, <p> and <E> depend only on the position of the particle and not on time?
Thanks