Radius-minimax (rmx) estimators are a special class of optimally-robust statistical procedures [@Kohl2005; @Rieder2008]. It is a class of asymptotically linear estimators where infinitesimal (shrinking) neighborhoods around parametric models are assumed [@Rieder1994; @Ruckdeschel2006; @Kohl2010; @Kohl2012]. In addition, various diagnostic plots are included such as plots of influence functions, absolute and relative information and cniper points [@Kohl2005]. In addition to these asymptotic optimal results we use finite-sample corrections based on Monte-Carlo simulations [@Kohl2010a].
We provide vignettes for all models implemented, which can be viewed by
vignette("Normal Location and Scale") vignette("Binomial Probability") vignette("Poisson Mean")
sessionInfo()
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