WebYou could get something GLM-like if you write the log-likelihood as a function of the mean and variance, express the mean as a linear function of covariates, and use optim() to get the MLE and Hessian. The mean is mu1-mu2, the variance is mu1+mu2. The two parameters can be written as functions of the mean and variance, ie: WebOct 11, 2024 · Once you have optimized the parameters of your model and found a minimum of your objective function, the correlation between the parameters can be estimated by constructing the correlation matrix....
Basic question about Fisher Information matrix and relationship to …
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Optimization (scipy.optimize) — SciPy v1.10.1 Manual
WebSo I used the optim() function in R from which I extracted the Hessian matrix. To derive the confidence intervals, I computed the standard errors by taking the root square of the diagonal elements ... WebThe differences are because of: 1. glm uses the Fisher information matrix, while optim the hessian, and 2. glm considers this a 2 parameter problem (find b0 and b1), while optim a 3 parameter problem (b0, b1 and sigma2). I am not sure if these differences can be bridged. – papgeo Aug 13, 2024 at 23:22 Add a comment Your Answer Post Your Answer WebMay 28, 2012 · To perform this optimization problem, I use the following two functions: optim, which is part of the stats package, and maxLik, a function from the package of the same name. > system.time(ml1 <- optim(coef(aa)*2.5, pll, method="BFGS", + control=list(maxit=5000, fnscale=-1), hessian=T)) user system elapsed 2.59 0.00 2.66 great wall tow bar