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  title: '"Have I gone mad, or do you mean "L(H|e) is simp..."',
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  anchorContext: '$\\mathcal L(H \\mid e) < 0.05$ also doesn't mean "$H$ is less than 5% likely", and the student still needs to learn to keep "probability of $e$ given $H$" and "probability of $H$ given $e$" distinctly separate in their heads\\. However, likelihood functions do have a simpler interpretation: $\\mathcal L(H \\mid e)$ is simply the probability of the actual data $e$ occurring if $H$ were in fact true\\. No need to talk about experimental design, no need to choose a summary statistic, no need to talk about what "would have happened\\." Just look at how much probability each hypothesis assigned to the actual data; that's your likelihood function\\.',
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  text: 'Have I gone mad, or do you mean "L(H|e) is simply the probability of H given that the the actual data e occurred"?',
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