Alternative Equation Formats

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MathML

\begin{array}{l} ξ_{i (j k)} = {[ξ_{i (j k) (11)}, ξ_{i (j k) (12)}, \dots, ξ_{i (j k) (21)}, \dots, ξ_{i (j k) (C - 1, C - 1)}]}^{'} \\ ξ_{i} = {[ξ_{i (12)}, ξ_{i (13)}, \dots, ξ_{i (23)}, \dots, ξ_{i (n_{i} - 1 n_{i})}]}^{'} \\ Y_{i}^{*} = [\overset{n_{i} - 1}{\overset{⏞}{Y_{i 1} \otimes e_{C - 1}, \dots, Y_{i 1} \otimes e_{C - 1}}}, \underset{n_{i} - 2}{\underset{⏟}{Y_{i 2} \otimes e_{C - 1}, \dots, Y_{i 2} \otimes e_{C - 1}}}, \dots, \overset{1}{\overset{⏞}{Y_{i n_{i} - 1} \otimes e_{C - 1}}}]^{'} \end{array}

MathML rendered with MathJax

\begin{array}{l} ξ_{i (j k)} = {[ξ_{i (j k) (11)}, ξ_{i (j k) (12)}, \dots, ξ_{i (j k) (21)}, \dots, ξ_{i (j k) (C - 1, C - 1)}]}^{'} \\ ξ_{i} = {[ξ_{i (12)}, ξ_{i (13)}, \dots, ξ_{i (23)}, \dots, ξ_{i (n_{i} - 1 n_{i})}]}^{'} \\ Y_{i}^{*} = [\overset{n_{i} - 1}{\overset{⏞}{Y_{i 1} \otimes e_{C - 1}, \dots, Y_{i 1} \otimes e_{C - 1}}}, \underset{n_{i} - 2}{\underset{⏟}{Y_{i 2} \otimes e_{C - 1}, \dots, Y_{i 2} \otimes e_{C - 1}}}, \dots, \overset{1}{\overset{⏞}{Y_{i n_{i} - 1} \otimes e_{C - 1}}}]^{'} \end{array}

Math as LaTeX Source

\[ \begin{array}{l} \bxi _{i(jk)}=\left[\xi _{i(jk)(11)},\xi _{i(jk)(12)},\dots ,\xi _{i(jk)(21)},\dots ,\xi _{i(jk)(C-1,C-1)}\right]' \vspace{2mm} \\ \bxi _{i}=\left[\bxi _{i(12)},\bxi _{i(13)},\dots ,\bxi _{i(23)},\dots ,\bxi _{i(n_ i-1n_ i)} \right]' \vspace{2mm} \\ \mb{Y}^*_ i=\Big[ \overbrace{Y_{i1} \otimes e_{C-1},\dots ,Y_{i1} \otimes e_{C-1}}^\text {$n_ i-1$},\underbrace{Y_{i2} \otimes e_{C-1},\dots ,Y_{i2} \otimes e_{C-1}}_\text {$n_ i-2$},\dots ,\overbrace{Y_{in_ i-1} \otimes e_{C-1}}^\text {1} \Big]' \end{array} \]