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Display information for equation id:math.1410.212 on revision:1410

* Page found: Symmetrien und Erhaltungsgrößen (eq math.1410.212)

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Hash: 7040ea131897afde0793c7093ee7aeb2

TeX (original user input):

\begin{align}
  & \varepsilon >1\cong E>0\quad Hyperbel(offene\ Bahn) \\ 
 & \varepsilon =1\cong E=0\quad Parabel(offene\ Bahn) \\ 
 & \varepsilon <1\cong -\frac{m{{k}^{2}}}{2{{l}^{2}}}<E<0\quad Ellipse(geschlossene\ Bahn) \\ 
\end{align}

TeX (checked):

{\begin{aligned}&\varepsilon >1\cong E>0\quad Hyperbel(offene\ Bahn)\\&\varepsilon =1\cong E=0\quad Parabel(offene\ Bahn)\\&\varepsilon <1\cong -{\frac {m{{k}^{2}}}{2{{l}^{2}}}}<E<0\quad Ellipse(geschlossene\ Bahn)\\\end{aligned}}

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ε>1E>0Hyperbel(offeneBahn)ε=1E=0Parabel(offeneBahn)ε<1mk22l2<E<0Ellipse(geschlosseneBahn)
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