Alternative Equation Formats

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MathML

\begin{aligned} minimize & \sum_{b \in B} y_{b} \\ subject to & \sum_{b \in B} x_{p b} & = 1 & p \in P & (Assignment) \\ \sum_{p \in P} s_{p} x_{p b} & \leq C y_{b} & b \in B & (Capacity) \\ x_{p b} & \in {0, 1} & p \in P, b \in B \\ y_{b} & \in {0, 1} & b \in B \end{aligned}

MathML rendered with MathJax

\begin{aligned} minimize & \sum_{b \in B} y_{b} \\ subject to & \sum_{b \in B} x_{p b} & = 1 & p \in P & (Assignment) \\ \sum_{p \in P} s_{p} x_{p b} & \leq C y_{b} & b \in B & (Capacity) \\ x_{p b} & \in {0, 1} & p \in P, b \in B \\ y_{b} & \in {0, 1} & b \in B \end{aligned}

Math as LaTeX Source

\begin{align*} & \text {minimize} & \sum _{b \in B} y_{b}\\ & \text {subject to} & \sum _{b \in B} x_{pb} & = 1 & & p \in P & & \text {(Assignment)}\\ & & \sum _{p \in P} s_{p} x_{pb} & \leq C y_ b & & b \in B & & \text {(Capacity)} \\ & & x_{pb} & \in \left\{ 0,1\right\} & & p \in P, \ b \in B \\ & & y_{b} & \in \left\{ 0,1\right\} & & b \in B \end{align*}