Alternative Equation Formats

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MathML

\begin{aligned} l o g i t p (r_{i j} = 1 | r_{i j - 1} = 1, {d o s e}_{i}, {c t i m e}_{i j}, y_{i j - 1}) = & α_{0} + α_{1} I ({c t i m e}_{i j} = 1) + α_{2} I ({c t i m e}_{i j} = 2) \\ + α_{3} {d o s e}_{i} + α_{4} y_{i j - 1} + α_{5} {d o s e}_{i} \times y_{i j - 1} \end{aligned}

MathML rendered with MathJax

\begin{aligned} l o g i t p (r_{i j} = 1 | r_{i j - 1} = 1, {d o s e}_{i}, {c t i m e}_{i j}, y_{i j - 1}) = & α_{0} + α_{1} I ({c t i m e}_{i j} = 1) + α_{2} I ({c t i m e}_{i j} = 2) \\ + α_{3} {d o s e}_{i} + α_{4} y_{i j - 1} + α_{5} {d o s e}_{i} \times y_{i j - 1} \end{aligned}

Math as LaTeX Source

\begin{align*} \mr{logit}p(r_{ij}=1|r_{ij-1}=1,\mr{dose}_{i},\mr{ctime}_{ij},y_{ij-1})=& \alpha _0 + \alpha _1 I(\mr{ctime}_{ij}=1) + \alpha _2 I(\mr{ctime}_{ij}=2) \\ & +\alpha _3 \mr{dose}_ i + \alpha _4 y_{ij-1}+ \alpha _5 \mr{dose}_ i \times y_{ij-1} \end{align*}