WikiSort.ru - Не сортированное

${\displaystyle a_{ij}={\begin{cases}1,&if\ A-element\ a_{j}\ reacts\ on\ stimul\ St_{i},\\0&else\\\end{cases}}}$ ,

${\displaystyle A^{*}={\begin{pmatrix}x_{1}(St_{1})v_{11}+x_{2}(St_{1})v_{21}&x_{1}(St_{1})v_{12}+x_{2}(St_{1})v_{22}&x_{1}(St_{1})v_{13}+x_{2}(St_{1})v_{23}\\x_{1}(St_{2})v_{11}+x_{2}(St_{2})v_{21}&x_{1}(St_{2})v_{12}+x_{2}(St_{2})v_{22}&x_{1}(St_{2})v_{13}+x_{2}(St_{2})v_{23}\\x_{1}(St_{3})v_{11}+x_{2}(St_{3})v_{21}&x_{1}(St_{3})v_{12}+x_{2}(St_{3})v_{22}&x_{1}(St_{3})v_{13}+x_{2}(St_{3})v_{23}\\\end{pmatrix}}}$ ;

${\displaystyle A^{*}={\begin{pmatrix}1*(-1)+1*(+1)&1*(+1)+1*(-1)&1*(+1)+1*(+1)\\0*(-1)+1*(+1)&0*(+1)+1*(-1)&0*(+1)+1*(+1)\\1*(-1)+0*(+1)&1*(+1)+0*(-1)&1*(+1)+0*(+1)\\\end{pmatrix}}}$ ;

${\displaystyle A^{*}={\begin{pmatrix}0&0&2\\1&-1&1\\-1&1&1\\\end{pmatrix}}}$ ;

${\displaystyle A={\begin{cases}1,&if\ a_{ij}^{*}>\theta ,\\0&else\\\end{cases}}}$ ,

где ${\displaystyle a_{ij}^{*}}$ элемент матрицы A*;

${\displaystyle A={\begin{pmatrix}&A_{1}&A_{2}&A_{3}\\St_{1}&0&0&1\\St_{2}&1&0&1\\St_{3}&0&1&1\\\end{pmatrix}}}$ .