Wang, Yuedong - Department of Statistics and Applied Probability, University of California at Santa Barbara

• USING SMOOTHING SPLINE ANOVA TO EXAMINE THE RELATION OF RISK FACTORS TO THE INCIDENCE AND
• Detecting Pulsatile Hormone Secretions Using Nonlinear Mixed E#ects Partial Spline Models
• Optimal Shrinkage Estimation of Variances with Applications to Microarray Data Analysis
• Detecting Pulsatile Hormone Secretions Using Nonlinear Mixed Effects Partial Spline Models
• Existence and Uniqueness of Penalized Least Square Estimation for Smoothing Spline
• Sample Size Calculations for Smoothing Splines
• Smoothing Spline Semi-parametric Nonlinear Regression Models Yuedong Wang and Chunlei Ke
• Nonparametric variance estimation in the analysis of microarray data: a measurement error approach
• Smoothing Spline Estimation of Variance Functions Anna LIU, Tiejun TONG and Yuedong WANG
• Modeling of Hormone Secretion-Generating Mechanisms With Splines: A Pseudo-Likelihood
• Estimating residual variance in nonparametric regression using least squares
• Nonlinear Nonparametric Regression Models Chunlei Ke and Yuedong Wang
• Shape Invariant Modelling of Circadian Rhythms with Random Effects and
• Nonparametric Regression with Correlated Errors Jean Opsomer
• DEPARTMENT OF STATISTICS University of Wisconsin
• UNIVERSITY OF CALIFORNIA, SANTA BARBARA Department of Statistics and Applied Probability
• PSTAT 5E Mid-Quarter EXAM Exam Time: Tuesday February 14, 12:30-1:45 p.m.
• PSTAT 5E Feb. 14, 2006 PSTAT 5E Midquarter Examination, Winter 2006
• PSTAT 5E Feb.14, 2006 PSTAT 5E Midquarter Examination, Winter 2006
• Variance Estimation in the Analysis of Microarray Data Yuedong Wang
• Shape Invariant Modelling of Circadian Rhythms with Random E#ects and
• Estimating residual variance in nonparametric regression using least squares
• Hypothesis Testing in Smoothing Spline Models Anna Liu and Yuedong Wang
• DEPARTMENT OF STATISTICS University of Wisconsin
• A Flexible Model For Human Circadian Rhythms Yuedong Wang and Morton B. Brown
• PULSE: A Suite of R Functions for Detecting Pulsatile Hormone Secretions
• Existence and Uniqueness of Penalized Least Square Estimation for Smoothing Spline
• ASSIST: A Suite of S functions Implementing Spline smoothing Techniques
• Hypothesis Testing in Smoothing Spline Models Anna Liu and Yuedong Wang
• GRKPACK: FITTING SMOOTHING SPLINE ANOVA MODELS FOR EXPONENTIAL FAMILIES
• On Implementation of the Markov Chain Monte Carlo Stochastic Approximation Algorithm
• PULSE: A Suite of R Functions for Detecting Pulsatile Hormone Secretions
• Spline Smoothing For Bivariate Data With Applications To
• Odds Ratio Estimation in Bernoulli Smoothing Spline ANOVA Models
• DEPARTMENT OF STATISTICS University of Wisconsin
• Simulation Studies of Smoothing Parameter Estimates and Bayesian Confidence Intervals in Bernoulli SS ANOVA Models
• Midterm Key Winter 2006
• Generalized Nonparametric Mixed E ects Models Peter Karcher and Yuedong Wang
• A signal extraction approach to modeling hormone time series with pulses and a changing baseline
• Semi-parametric Nonlinear Mixed E ects Models and Their Applications
• Nonlinear Nonparametric Regression Models Chunlei Ke and Yuedong Wang #
• ASSIST: A Suite of S functions Implementing Spline smoothing Techniques
• 1. There was a mistake in the original Arosa ozone data: all measurements are shifted by 6 months. Therefore some of the plots for Arosa ozone data are shifted by 6 months. New plots are shown