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Display information for equation id:math.1677.25 on revision:1677

* Page found: Kugelsymmetrische Potentiale (eq math.1677.25)

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Kugelsymmetrische Potentiale Eq: math.1677.25

Hash: 88de47e63744b7af5be1c15b3b3c6788

TeX (original user input):

\begin{align}

& {{{\hat{L}}}^{2}}={{\varepsilon }_{jkl}}{{\varepsilon }_{jmn}}{{x}_{k}}{{p}_{l}}{{x}_{m}}{{p}_{n}} \\

& {{\varepsilon }_{jkl}}{{\varepsilon }_{jmn}}={{\delta }_{km}}{{\delta }_{\ln }}-{{\delta }_{kn}}{{\delta }_{lm}} \\

& {{{\hat{L}}}^{2}}={{\varepsilon }_{jkl}}{{\varepsilon }_{jmn}}{{x}_{k}}{{p}_{l}}{{x}_{m}}{{p}_{n}}=\left( {{\delta }_{km}}{{\delta }_{\ln }}-{{\delta }_{kn}}{{\delta }_{lm}} \right){{x}_{k}}{{p}_{l}}{{x}_{m}}{{p}_{n}} \\

\end{align}

TeX (checked):

{\begin{aligned}&{{\hat {L}}^{2}}={{\varepsilon }_{jkl}}{{\varepsilon }_{jmn}}{{x}_{k}}{{p}_{l}}{{x}_{m}}{{p}_{n}}\\&{{\varepsilon }_{jkl}}{{\varepsilon }_{jmn}}={{\delta }_{km}}{{\delta }_{\ln }}-{{\delta }_{kn}}{{\delta }_{lm}}\\&{{\hat {L}}^{2}}={{\varepsilon }_{jkl}}{{\varepsilon }_{jmn}}{{x}_{k}}{{p}_{l}}{{x}_{m}}{{p}_{n}}=\left({{\delta }_{km}}{{\delta }_{\ln }}-{{\delta }_{kn}}{{\delta }_{lm}}\right){{x}_{k}}{{p}_{l}}{{x}_{m}}{{p}_{n}}\\\end{aligned}}

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\begin{aligned} {\hat{L}}^{2} = ε_{j k l} ε_{j m n} x_{k} p_{l} x_{m} p_{n} \\ ε_{j k l} ε_{j m n} = δ_{k m} δ_{\ln} - δ_{k n} δ_{l m} \\ {\hat{L}}^{2} = ε_{j k l} ε_{j m n} x_{k} p_{l} x_{m} p_{n} = (δ_{k m} δ_{\ln} - δ_{k n} δ_{l m}) x_{k} p_{l} x_{m} p_{n} \end{aligned}

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Identifiers

$\hat{L}$

$ε_{j k l}$

$ε_{j m n}$

$x_{k}$

$p_{l}$

$x_{m}$

$p_{n}$

$ε_{j k l}$

$ε_{j m n}$

$δ_{k m}$

$δ$

$δ_{k n}$

$δ_{l m}$

$\hat{L}$

$ε_{j k l}$

$ε_{j m n}$

$x_{k}$

$p_{l}$

$x_{m}$

$p_{n}$

$δ_{k m}$

$δ$

$δ_{k n}$

$δ_{l m}$

$x_{k}$

$p_{l}$

$x_{m}$

$p_{n}$

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