Search Results for: Linear acting engines
terms of service . home questions tags users unanswered finding good approximation for $x^{ / }$ ask question asked years, months ago active today viewed k times $egingroup$ i would like to a good ( bits accuracy) approximation for $x^{ / }$ in the range $[ , ]$. this transform is used for converting linear
) / ( + a_ x)$ with padeapproximant[x^( / ), {x, , { , }}], which is much better than a simple rd degree polynomial, but still not good enough, so i want to find a globally optimal solution, probably of the same form. i tried finding a least squares solution like before, but it involves huge, non-linear...
https://math.stackexchange.com/questions/325582/finding-good-approximation-for-x1-2-4