Optimal Shrinkage Estimation of Variances with Applications to Microarray Data Analysis Tiejun TONG and Yuedong WANG ∗

Source URL: www.pstat.ucsb.edu

• Statistical theory
• Estimation theory
• Probability distributions
• Statistical inference
• Normal distribution
• Bias of an estimator
• Estimator
• Efficiency
• Shrinkage estimator
• Gamma distribution
• Variance

Optimal Fiscal and Monetary Policy 1 Background • We Have Discussed the Construction and Estimation of DSGE Models

Source URL: faculty.wcas.northwestern.edu

• Economics
• Macroeconomics
• Economy
• Macroeconomic policy
• Monetary policy
• Public finance
• Macroeconomic model
• Dynamic stochastic general equilibrium
• Demand for money
• Inflation
• Mathematical optimization
• Keynesian economics

Downloaded from rspa.royalsocietypublishing.org on May 8, 2014 Optimally designing games for behavioural research Anna N. Rafferty, Matei Zaharia and Thomas L. Griffiths Proc. R. Soc. A, , published 7 M

Source URL: cocosci.berkeley.edu

• Statistical theory
• Estimation theory
• Design of experiments
• Industrial engineering
• Statistical methods
• Bayesian experimental design
• Likelihood function
• Maximum likelihood estimation
• Mode
• Optimal design

Asymptotics and optimal bandwidth selection for highest density region estimation

Source URL: www.statslab.cam.ac.uk

Optimal shape from motion estimation with missing and degenerate data Manuel Marques and Jo˜ao Costeira Institute for Systems and Robotics - Instituto Superior T´ecnico Av. Rovisco PaisLisboa PORTUGAL {manu

Source URL: users.isr.ist.utl.pt

Estimating Structured High-Dimensional Covariance and Precision Matrices: Optimal Rates and Adaptive Estimation T. Tony Cai1 , Zhao Ren2 and Harrison H. Zhou3 University of Pennsylvania, University of Pittsburgh and Yale

Source URL: www.stat.yale.edu

Optimal Volatility Matrix Estimation for High Dimensional Diffusions With Noise Contamination Minjing Tao and Yazhen Wang University of Wisconsin-Madison Harrison H. Zhou Yale University

Source URL: www.stat.yale.edu

Submitted to the Annals of Statistics SUPPLEMENT TO “OPTIMAL RATES OF CONVERGENCE FOR SPARSE COVARIANCE MATRIX ESTIMATION” By T. Tony Cai

Source URL: www.stat.yale.edu

Stream sampling for variance-optimal estimation of subset sums∗ Edith Cohen† Nick Duffield† Haim Kaplan‡

Source URL: www.research.att.com

Optimal estimation of the mean function based on discretely sampled functional data: Phase transition

Source URL: pages.stat.wisc.edu