Alternative Equation Formats

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MathML

\begin{array}{rcl} \sum_{i = n_{11} + 1}^{n_{\cdot 1}} (f (i : n_{\cdot 1}, n_{1 \cdot}, n_{2 \cdot}, ϕ_{1})) + (1 / 2) f (n_{11} : n_{\cdot 1}, n_{1 \cdot}, n_{2 \cdot}, ϕ_{1}) & = & α / 2 \\ \sum_{i = 0}^{n_{11} - 1} (f (i : n_{\cdot 1}, n_{1 \cdot}, n_{2 \cdot}, ϕ_{2})) + (1 / 2) f (n_{11} : n_{\cdot 1}, n_{1 \cdot}, n_{2 \cdot}, ϕ_{2}) & = & α / 2 \end{array}

Math Rendered as SVG

Math as LaTeX Source

\begin{eqnarray*} \sum _{i=n_{11}+1}^{n_{\cdot 1}} \bigl ( f( i : n_{\cdot 1}, ~ n_{1 \cdot }, ~ n_{2 \cdot }, ~ \phi _1 ) \bigr ) ~ + ~ (1/2) f( n_{11} : n_{\cdot 1}, ~ n_{1 \cdot }, ~ n_{2 \cdot }, ~ \phi _1 ) ~ & = & ~ \alpha /2 \\ \sum _{i=0}^{n_{11}-1} \bigl ( f( i : n_{\cdot 1}, ~ n_{1 \cdot }, ~ n_{2 \cdot }, ~ \phi _2 ) \bigr ) ~ + ~ (1/2) f( n_{11} : n_{\cdot 1}, ~ n_{1 \cdot }, ~ n_{2 \cdot }, ~ \phi _2 ) ~ & = & ~ \alpha /2 \end{eqnarray*}