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Hierarchical Local Regression  (Make Corrections)  
Payman Sadegh, Henrik Öjelund



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Abstract: This paper presents a novel semi-parametric approach for local function approximation under limited global information about the underlying data generating structure. The related technique, named hierarchical local regression (HLR), is based on an aggregate of local models with random mean parameters. The structure is hierarchical in that the local random mean parameters assume probability distributions that are de ned by common globally parameterized mean-variance functions. While the global... (Update)

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BibTeX entry:   (Update)

@misc{ sadegh-hierarchical,
  author = "Payman Sadegh and Henrik Öjelund",
  title = "Hierarchical Local Regression",
  url = "citeseer.ist.psu.edu/411118.html" }
Citations (may not include all citations):
186   Projection pursuit regression (context) - Friedman, Stuetzle - 1981
113   Locally weighted learning - Atkeson, Moore et al. - 1997
96   Locally weighted regression: an approach to regression analy.. (context) - Cleveland, Delvin - 1988
87   Smooth regression analysis (context) - Watson - 1964
61   On estimating regression (context) - Nadaraya - 1964
46   Applied Nonparametric Regression (context) - ardle - 1990
37   Kernel estimation of regression functions (context) - Gasser, uller - 1979
12   Hierarchical Linear Models (context) - Bryk, Raudenbush - 1992
4   That blup is a good thing: the estimation of random e ect (context) - Robinson - 1991
2   Limiting behavior of weighted sums of independent random var.. (context) - Chow, Lai - 1973
1   Empirical Bayes (context) - Maritz, Lwin - 1989
1   Using meteorological forecasts in on-line predictions of win.. (context) - Nielsen, Madsen et al. - 1999

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