It can be surprisingly helpful to consider the opposite of what you want.https://jamesclear.com/inversion
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Jacobi was referring to inverting a function defined by an (elliptic) integral, giving rise to an elliptic function.
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This is very relevant when playing chess. Alot of times the only way to get a tactical idea to work is to invert the order of moves. It's almost magic how often this solves a problem.
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Apt then that the (determinant of) the inverse of the Jacobian matrix shows ip when you do likelihood estimation w/ a parameter dependent data transform.
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Genius.
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Looks like Bilbo
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I don't get this
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