Utilisateur:Epop/Schoenflies

$C_{1}=\{E\}$

$C_{S}=\{E,\sigma \}$

$C_{i}=\{E,i\}$

$C_{2}=\{E,C_{2}\}$

$C_{3}=\{E,C_{3},C_{3}^{2}\}$

$C_{4}=\{E,2C_{4},C_{2}(=C_{4}^{2})\}$

$S_{4}=\{E,C_{2},S_{4},S_{4}^{3}\}$

$S_{6}=\{E,C_{3},C_{3}^{2},i,S_{6},S_{6}^{5}\}$

$C_{2v}=\{E,C_{2},\sigma _{v},\sigma _{v'}\}$

$C_{3v}=\{E,2C_{3},3\sigma _{v}\}$

$C_{4v}=\{E,2C_{4},C_{2},2\sigma _{v},2\sigma _{d}\}$

$C_{5v}=\{E,2C_{5},C_{5}^{2},5\sigma _{v}\}$

$C_{6v}=\{E,2C_{6},2C_{3},C_{2},3\sigma _{v},3\sigma _{d}\}$

$C_{\infty v}=\{E$

$C_{2h}=\{E,C_{2},i,\sigma _{h}\}$

$C_{3h}=\{E,2C_{3},\sigma _{h},2S_{3}\}$

$C_{4h}=\{E,2C_{4},C_{2},i,\sigma _{h},2S_{4}\}$

$D_{2}=\{E,3C_{2}\}$

$D_{3}=\{E,2C_{3},3C_{2}\}$

$D_{2h}=\{E,3C_{2},3\sigma _{v},i\}$

$D_{3h}=\{E,2C_{3},3C_{2},3\sigma _{v},\sigma _{h},2S_{3}\}$

$D_{4h}=\{E,2C_{4},C_{2},2C_{2}^{'},2C_{2}^{''},i,2S_{4},\sigma _{h},2\sigma _{v},2\sigma _{d}\}$

$D_{5h}=\{E,2C_{5},2C_{5}^{2},5C_{2},2S_{5},2S_{5}^{2},\sigma _{h},5\sigma _{v}\}$

$D_{6h}=\{E,2C_{6},2C_{3},C_{2},3C_{2}^{'},3C_{2}^{''},i,2S_{6},2S_{3},\sigma _{h},3\sigma _{v},3\sigma _{d}\}$

$D_{\infty h}=$

$D_{2d}=\{E,3C_{2},2\sigma _{d},2S_{4}\}$

$D_{3d}=\{E,2C_{3},3C_{2},i,3\sigma _{d},2S_{6}\}$

$D_{4d}=\{E,2C_{4},C_{2},2C_{2}^{'},2C_{2}^{''},2S_{8},2S_{8}^{3},4\sigma _{d}\}$

$D_{5d}=\{E,2C_{5},2C_{5}^{2},5C_{2},i,2S_{10},2S_{10}^{3},5\sigma _{d}\}$