## Abstract Edgeβcorrected kernelβbased estimators are proposed for the pairβcorrelation function __g(t)__. These estimators are compared by simulation methods with the existing edgeβcorrected estimator suggested by FIKSEL (1988, Statistics, 19, 67β75). The results of the simulation study suggests
On Edge-Corrected Probability Density Function Estimators for Point Processes
β Scribed by Dr. S. I. Doguwa; Mr. D. N. Choji
- Publisher
- John Wiley and Sons
- Year
- 1991
- Tongue
- English
- Weight
- 550 KB
- Volume
- 33
- Category
- Article
- ISSN
- 0323-3847
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β¦ Synopsis
FXIKSEL
(1988)
provides an asymptotically unbiased kernel estimator for the density h, (r) of the spherical contact distribution function of stationary and isotropic point proceases. This paper proposes alternative estimators of h, (r) for use with regular grid of locations. The existing estimator of hs (r) and the alternatives proposed in this paper are then tested out in a simulation study.
π SIMILAR VOLUMES
A new edge-corrected estimator is proposed for the second moment cumulative function K(t) introduced by RIPLW (1977, JoumrJ of tlre Royal Slatiaticd Society, SetieS B 39, 172-212). This new estimator is compared by simulation methods with existing edge-corrected estimators in the context of both K (