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Display information for equation id:math.1632.50 on revision:1632

* Page found: Eigenwerte und Eigenzustände von hermiteschen Operatoren (eq math.1632.50)

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TeX (original user input):

\begin{align}
& {{c}_{\beta \acute{\ }\beta }}=\left\langle  n,\beta \acute{\ } \right|\hat{G}\left| n,\beta  \right\rangle ={{G}_{n\beta }}{{\delta }_{\beta \acute{\ }\beta }} \\
& \hat{G}\left| n,\beta  \right\rangle =\sum\limits_{\beta \acute{\ }}{\left| n,\beta \acute{\ } \right\rangle }{{c}_{\beta \acute{\ }\beta }}={{G}_{n\beta }}\left| n,\beta  \right\rangle  \\
\end{align}

TeX (checked):

{\begin{aligned}&{{c}_{\beta {\acute {\ }}\beta }}=\left\langle n,\beta {\acute {\ }}\right|{\hat {G}}\left|n,\beta \right\rangle ={{G}_{n\beta }}{{\delta }_{\beta {\acute {\ }}\beta }}\\&{\hat {G}}\left|n,\beta \right\rangle =\sum \limits _{\beta {\acute {\ }}}{\left|n,\beta {\acute {\ }}\right\rangle }{{c}_{\beta {\acute {\ }}\beta }}={{G}_{n\beta }}\left|n,\beta \right\rangle \\\end{aligned}}

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MathML (2.56 KB / 457 B) :

cβ ´β=n,β ´|Ĝ|n,β=Gnβδβ ´βĜ|n,β=β ´|n,β ´cβ ´β=Gnβ|n,β
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