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- W289228401 abstract "Publisher Summary This chapter focuses on the approximation and estimation of the inverse cumulative function F−1. The nonparametric procedure aims at the graphical display of the functions f or F, with only indirect reference to any parameterization. The chapter describes a procedure that is closely connected to the definition and estimation of location and scale parameters. Most of the work presented in this chapter concerns the estimation problem. However, several aspects of the approximation problem are also treated, especially where constructs such as parameter confounding and invariance have important implications to the estimation process. The approach undertaken in the chapter differs from the usual problem of location and scale estimation in that the underlying distribution G1 is treated as the basis for an expansion of F−1. The usual parametric estimation problem is a special case with all but two coordinates equal to zero. However, as is true of other nonparametric approaches, a wide class of distributions and applications can be covered by a single approximation or estimation procedure." @default.
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- W289228401 date "1975-01-01" @default.
- W289228401 modified "2023-09-25" @default.
- W289228401 title "Estimation Procedures for Simulation Applications" @default.
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- W289228401 doi "https://doi.org/10.1016/b978-0-12-237301-5.50011-7" @default.
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