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Smoothing spline ANOVA models / Chong Gu.

By: Gu, Chong.
Material type: TextTextSeries: Springer series in statistics: Publisher: New York : Springer, c2002Description: xiii, 289 p. : ill. ; 25 cm.ISBN: 0387953531 (alk. paper).Subject(s): Analysis of variance | Spline theory | Smoothing (Statistics)DDC classification: 311 LOC classification: QA279.G8 2002
Contents:
Introduction -- Estimation Problem and Method -- Notation -- Decomposition of Multivariate Functions -- Case Studies -- Scope -- Model Construction -- Reproducing Kernel Hilbert Spaces -- Smoothing Splines on {1, ...,K} -- Polynomial Smoothing Splines on [0,1] -- Smoothing Splines on Product Domains -- Bayes Model -- Minimization of Penalized Functional -- Regression with Gaussian-Type Responses -- Preliminaries -- Smoothing Parameter Selection -- Bayesian Confidence Intervals -- Computation: Generic Algorithms -- Software -- Model Checking Tools -- Case Studies -- Computation: Special Algorithms -- More Splines -- Partial Splines -- Splines on the Circle -- L-Splines -- Thin-Plate Splines -- Regression with Exponential Families -- Preliminaries -- Smoothing Parameter Selection -- Approximate Bayesian Confidence Intervals -- Software: R Package gss -- Case Studies -- Probability Density Estimation -- Preliminaries -- Poisson Intensity -- Smoothing Parameter Selection -- Computation -- Case Studies -- Biased Sampling and Random Truncation -- Conditional Densities -- Response-Based Sampling -- Hazard Rate Estimation -- Preliminaries -- Smoothing Parameter Selection -- Case Studies -- Penalized Partial Likelihood -- Models Parametric in Time -- Asymptotic Convergence -- Preliminaries -- Rates for Density Estimates -- Rates for Hazard Estimates -- Rates for Regression Estimates.
List(s) this item appears in: Springer series | Springer -2000
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Item type Current location Call number URL Copy number Status Date due Barcode
წიგნი წიგნი ეროვნული სამეცნიერო ბიბლიოთეკა 1
ახალი გამოცემები. დარბ. 4
Cu31 311 (Browse shelf) 2E 58650 2E58650 Available 2010-0323

Includes bibliographical references (p. [261]-271) and indexes.

1. Introduction -- 1.1. Estimation Problem and Method -- 1.2. Notation -- 1.3. Decomposition of Multivariate Functions -- 1.4. Case Studies -- 1.5. Scope -- 2. Model Construction -- 2.1. Reproducing Kernel Hilbert Spaces -- 2.2. Smoothing Splines on {1, ...,K} -- 2.3. Polynomial Smoothing Splines on [0,1] -- 2.4. Smoothing Splines on Product Domains -- 2.5. Bayes Model -- 2.6. Minimization of Penalized Functional -- 3. Regression with Gaussian-Type Responses -- 3.1. Preliminaries -- 3.2. Smoothing Parameter Selection -- 3.3. Bayesian Confidence Intervals -- 3.4. Computation: Generic Algorithms -- 3.5. Software -- 3.6. Model Checking Tools -- 3.7. Case Studies -- 3.8. Computation: Special Algorithms -- 4. More Splines -- 4.1. Partial Splines -- 4.2. Splines on the Circle -- 4.3. L-Splines -- 4.4. Thin-Plate Splines -- 5. Regression with Exponential Families -- 5.1. Preliminaries -- 5.2. Smoothing Parameter Selection -- 5.3. Approximate Bayesian Confidence Intervals -- 5.4. Software: R Package gss -- 5.5. Case Studies -- 6. Probability Density Estimation -- 6.1. Preliminaries -- 6.2. Poisson Intensity -- 6.3. Smoothing Parameter Selection -- 6.4. Computation -- 6.5. Case Studies -- 6.6. Biased Sampling and Random Truncation -- 6.7. Conditional Densities -- 6.8. Response-Based Sampling -- 7. Hazard Rate Estimation -- 7.1. Preliminaries -- 7.2. Smoothing Parameter Selection -- 7.3. Case Studies -- 7.4. Penalized Partial Likelihood -- 7.5. Models Parametric in Time -- 8. Asymptotic Convergence -- 8.1. Preliminaries -- 8.2. Rates for Density Estimates -- 8.3. Rates for Hazard Estimates -- 8.4. Rates for Regression Estimates.

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