Definition of Swap s ij. Meaning of Swap s ij. Synonyms of Swap s ij

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Definition of Swap s ij

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Meaning of Swap s ij from wikipedia

- reset_ij BEGIN ii KeyArray get_byte jj + j_update swap_s_ij ii 255 < WHILE ii i_update REPEAT reset_ij ; : rc4_byte ii i_update jj j_update swap_s_ij ii...
- {1}{2}}(w_{ij}(1,0)-w_{ij}(0,0))\\k_{j}&={\frac {1}{2}}(w_{ij}(1,1)-w_{ij}(1,0))\\k_{ij}&={\frac {1}{2}}(w_{ij}(0,1)+w_{ij}(1,0)-w_{ij}(0,0)-w_{ij}(1,1))...
- k {\displaystyle \varkappa _{ij}(k)=k} . Concluding, permutations τ i ∈ S k − S k − 1 {\displaystyle \tau _{i}\in S_{k}-S_{k-1}} are all representatives...
- {\vec {\Psi }}}{\partial x^{l}}}\right\rangle {\Gamma ^{k}}_{ij}=g_{kl}\,{\Gamma ^{k}}_{ij}.} Then, since the partial derivative of a component g a b {\displaystyle...
- S_{ii}-2\,sc\,S_{ij}+s^{2}\,S_{jj}\\S'_{jj}&=s^{2}\,S_{ii}+2sc\,S_{ij}+c^{2}\,S_{jj}\\S'_{ij}&=S'_{ji}=(c^{2}-s^{2})\,S_{ij}+sc\,(S_{ii}-S_{jj})\\S'_{ik}&=S'_{ki}=c\...
- C=\sum {ij}\vert ii\rangle \langle jj\vert \otimes C{ij}} for C i j := E † ( | i i ⟩ ⟨ j j | ) = ∑ i C i U i † U j C j {\displaystyle C_{ij}:=E^{\dagger...
- {\displaystyle *[F,G]^{IJ}=-*[G,F]^{IJ}=-[G,*F]^{IJ}=[*F,G]^{IJ}.} where in the first step we have used the anti-symmetry of the Lie bracket to swap F {\displaystyle...
- braid groups where R {\displaystyle R} corresponds to swapping two strands. Since one can swap three strands in two different ways, the Yang–Baxter equation...
- a_{ij}} is the entry in the i {\displaystyle i} -th row and j {\displaystyle j} -th column of A {\displaystyle A} , the formula is det ( A ) = ∑ τ ∈ S n...
- {\displaystyle \rho =\sum _{i}w_{i}\left[\sum _{j}{\bar {c}}_{ij}(|\alpha _{ij}\rangle \otimes |\beta _{ij}\rangle )\right]\left[\sum _{k}c_{ik}(\langle \alpha...