Also is the inventor of the Jacobian matrix, which is used for multi-variate changes of variables.
Carl Gustav Jacob Jacobi was a German mathematician famous for his maxim "Invert, always invert". He believed that the solution of many hard problems can be clarified by re-expressing them in inverse form. Inversion forces new ways of thinking and helps uncover hidden solutions.pic.twitter.com/trH0NlCmWX
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In the linear world inversion is synonymous to solution. Therefore, the question a lot of scientists ask is: Can I linearize that?
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Proud of him, Yoda would be.
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At least this idea is true in literature: if the sentence sounds weird, always invert it
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He actually got the idea from his brother Ibocaj who had a successful career as a female impersonator and transmission designer.
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Put simply, inverting a problem means stating the outcome you definitely do not want and planning the steps you should take to avoid it. It is a good way of avoiding stupidity that could be easy to fall into otherwise!
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@vinuct Sir, how true is this (regarding inversion)? -
He is the one behind the Jacobian - transforming variables (https://en.wikipedia.org/wiki/Jacobian_matrix_and_determinant …). I think this leads the inverse transform in Random variables.. hence all the simulation analysis. Thanks for sharing.
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Also the title of a recent RL paper: https://arxiv.org/abs/1807.06919
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