In Dirac notation, one of these entities evaluated at a point r is equal to "bra-r-timesket" of that entity.
In Dirac notation, one of these entities evaluated at a point r is equal to "bra-r-timesket" of that entity. Whether these entities are symmetric or antisymmetric under exchange is the subject of the spin-statistics theorem. When they are time-invariant, these quantities are equal to their complex conjugate. Applying the Hamiltonian operator to these quantities returns them (*) multiplied by a constant representing energy. According to the Copenhagen interpretation, the square of these quantities is the probability density per unit volume, and they can be found by solving the Schrodinger equation. For 10 points, name these quantum mechanical functions which bear the Greek letter psi.
In Dirac notation, one of these entities evaluated at a point r is equal to "bra-r-timesket" of that entity.
wavefunctions [prompt on psi before mentioned]