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M. Jones, S. Sheather (1991)
Using non stochastic terms to advantage in kernel-based estimation of integrated squared density derivativesStatistics & Probability Letters, 11
S. Sheather (1983)
A data-based algorithm for choosing the window width when estimating the density at a pointComputational Statistics & Data Analysis, 1
B. Park, J. Marron (1988)
Comparison of data-driven bandwith selectors
M. Jones (1991)
The roles of ISE and MISE in density estimationStatistics & Probability Letters, 12
Bernard Silverman (1987)
Density Estimation for Statistics and Data Analysis
P. Hall, J. Marron (1987)
Estimation of integrated squared density derivativesStatistics & Probability Letters, 6
We present a new method for data‐based selection of the bandwidth in kernel density estimation which has excellent properties. It improves on a recent procedure of Park and Marron (which itself is a good method) in various ways. First, the new method has superior theoretical performance; second, it also has a computational advantage; third, the new method has reliably good performance for smooth densities in simulations, performance that is second to none in the existing literature. These methods are based on choosing the bandwidth to (approximately) minimize good quality estimates of the mean integrated squared error. The key to the success of the current procedure is the reintroduction of a non‐stochastic term which was previously omitted together with use of the bandwidth to reduce bias in estimation without inflating variance.
Journal of the Royal Statistical Society Series B (Statistical Methodology) – Oxford University Press
Published: Jul 1, 1991
Keywords: ; ; ; ;
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