Alternative Equation Formats

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MathML

TE pop = E [ Y 1 M 1   |   μ c ] / ( 1 E [ Y 1 M 1   |   μ c ] ) E [ Y 0 M 0   |   μ c ] / ( 1 E [ Y 0 M 0   |   μ c ] ) CDE pop ( m ) = E [ Y 1 m   |   μ c ] / ( 1 E [ Y 1 m   |   μ c ] ) E [ Y 0 m   |   μ c ] / ( 1 E [ Y 0 m   |   μ c ] ) NDE pop = E [ Y 1 M 0   |   μ c ] / ( 1 E [ Y 1 M 0   |   μ c ] ) E [ Y 0 M 0   |   μ c ] / ( 1 E [ Y 0 M 0   |   μ c ] ) NIE pop = E [ Y 1 M 1   |   μ c ] / ( 1 E [ Y 1 M 1   |   μ c ] ) E [ Y 1 M 0   |   μ c ] / ( 1 E [ Y 1 M 0   |   μ c ] )

Math Rendered as SVG

Math as LaTeX Source

\begin{align*} \mbox{TE}_{\mbox{pop}} & = \frac{\mc{E}[Y_{1M_1}~ |~ \mu _ c]/(1-\mc{E}[Y_{1M_1}~ |~ \mu _ c])}{\mc{E}[Y_{0M_0}~ |~ \mu _ c]/(1-\mc{E}[Y_{0M_0}~ |~ \mu _ c])}\\ \mbox{CDE}_{\mbox{pop}}(m) & = \frac{\mc{E}[Y_{1m}~ |~ \mu _ c]/(1-\mc{E}[Y_{1m}~ |~ \mu _ c])}{\mc{E}[Y_{0m}~ |~ \mu _ c]/(1-\mc{E}[Y_{0m}~ |~ \mu _ c])} \\ \mbox{NDE}_{\mbox{pop}} & = \frac{\mc{E}[Y_{1M_0}~ |~ \mu _ c]/(1-\mc{E}[Y_{1M_0}~ |~ \mu _ c])}{\mc{E}[Y_{0M_0}~ |~ \mu _ c]/(1-\mc{E}[Y_{0M_0}~ |~ \mu _ c])}\\ \mbox{NIE}_{\mbox{pop}} & = \frac{\mc{E}[Y_{1M_1}~ |~ \mu _ c]/(1-\mc{E}[Y_{1M_1}~ |~ \mu _ c])}{\mc{E}[Y_{1M_0}~ |~ \mu _ c]/(1-\mc{E}[Y_{1M_0}~ |~ \mu _ c])} \end{align*}