Glossary

Variational principle

Ch 19.1 The theorem that for any trial state $|\psi_{\text{trial}}\rangle$, $\langle\hat{H}\rangle_{\text{trial}} \geq E_0$ (the ground state energy). By minimizing the expectation value over a family of trial functions, one obtains an upper bound on the ground state energy. *See also:* Ground state

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