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numerical-range:generalizations:restricted-numerical-range:maximally-entangled-numerical-range

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 numerical-range:generalizations:restricted-numerical-range:maximally-entangled-numerical-range [2018/10/08 08:07]plewandowska [Definition] numerical-range:generalizations:restricted-numerical-range:maximally-entangled-numerical-range [2018/10/08 08:08] (current)plewandowska [Definition] Both sides previous revision Previous revision 2018/10/08 08:08 plewandowska [Definition] 2018/10/08 08:07 plewandowska [Definition] 2013/04/16 00:37 lpawela generalizations:maximally-entangled-numerical-range renamed to numerical-range:generalizations:restricted-numerical-range:maximally-entangled-numerical-range2013/03/13 11:48 lpawela 2013/02/27 16:28 gawron created 2018/10/08 08:08 plewandowska [Definition] 2018/10/08 08:07 plewandowska [Definition] 2013/04/16 00:37 lpawela generalizations:maximally-entangled-numerical-range renamed to numerical-range:generalizations:restricted-numerical-range:maximally-entangled-numerical-range2013/03/13 11:48 lpawela 2013/02/27 16:28 gawron created Line 8: Line 8: W^{\mathrm{ent}}(A)=\{z \in \mathbb{C}:​\ z= W^{\mathrm{ent}}(A)=\{z \in \mathbb{C}:​\ z= \bra{\psi}A\ket{\psi},​\ ​ \bra{\psi}A\ket{\psi},​\ ​ - \ket{\psi}\in\mathbb{C}^{d_1\times ​N_2}_\mathrm{ent} + \ket{\psi}\in\mathbb{C}^{d_1\times ​d_2}_\mathrm{ent} \}. \}.  - $\mathbb{C}^{N_1\times d_2}_\mathrm{ent}= +$\mathbb{C}^{d_1\times d_2}_\mathrm{ent}= \{ \{ \ket{\psi} : \ket{\psi} :