Consider infinite and discrete energy spectra (E_{n}). If the spectrum extends by a finite amount, between (E_{min
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Consider infinite and discrete energy spectra \(E_{n}\). If the spectrum extends by a finite amount, between \(E_{\min }\) and \(E_{\max }\), what conditions can you impose on the \(E_{n}\) very close to either of these values? What if \(E_{\max }=+\infty\) or \(E_{\min }=-\infty\) ?
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