What is a symmetry in the path-integral formulation non-relativistic quantum mechanics?
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Suppose UU is an unitary operator acting on the Hilbert space of states representing a symmetry transformation such as rotation, translation etc. UU is ..
In the path integral formulation of NRQM a symmetry of the theory is one which leaves the measure of the path integral invariant (i.e. the jacobian ...
In the path integral formulation of NRQM a symmetry of the theory is one which leaves the measure of the path integral invariant (i.e. the jacobian ...
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hey !
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This comes under the topic of the quantum physics .
Under it Symmetry in path integral formulation is different .
Path integral is a polar variable and there symmetry is the linear quadratic control .
This consists of the dynamical system in the physics .
There are various theories based on this principle of symmetry .
For formulation :- UU and NRQM are used .
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✌
________________
This comes under the topic of the quantum physics .
Under it Symmetry in path integral formulation is different .
Path integral is a polar variable and there symmetry is the linear quadratic control .
This consists of the dynamical system in the physics .
There are various theories based on this principle of symmetry .
For formulation :- UU and NRQM are used .
____________________________
✌
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