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PETER HALL'S CONTRIBUTIONS TO NONPARAMETRIC FUNCTION ESTIMATION AND MODELING
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DOI：10.1214/16-AOS1490.png)
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Abstract
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Peter Hall made wide-ranging and far-reaching contributions to nonparametric modeling. He was one of the leading figures in the developments of nonparametric techniques with over 300 published papers in the field alone. This article gives a selective overview on the contributions of Peter Hall to nonparametric function estimation and modeling. The focuses are on density estimation, nonparametric regression, bandwidth selection, boundary corrections, inference under shape constraints, estimation of residual variances, analysis of wavelet estimators, multivariate regression and applications of nonparametric methods.
Keywords:
Nonparametric
density
regression
projection pursuit
trigonometric
boundary
endpoints
edge
cross-validation
mode estimator
exponent
bandwidth
smoothing parameter
variance function
fractal
tilting
local linear
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