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1
Introduction
2
Marks Optimization Enigma
3
Spiked Covariance Model
4
Markowitz Enigma
5
Optimization Bias
6
Future Work
7
Optimization Bias Free PCA
8
Assumptions
9
Data Matrix
10
Correction for Bias
11
Recipe
12
Boundedness
13
Numerical Evidence
14
Beta Adjustments
15
The Sign Paradox
16
shrinkage formula
17
shrinkage paradox
18
jamestime estimator
19
summary
20
mean squared error
21
angles
Description:
Explore James-Stein estimation of minimum variance portfolios in this NYU Brooklyn Quant Experience lecture by Alex Shkolnik, Assistant Professor at UC Santa Barbara. Delve into the Marks Optimization Enigma, spiked covariance model, and Markowitz Enigma. Examine optimization bias, future work in optimization bias-free PCA, and key assumptions. Learn about data matrix analysis, bias correction techniques, and the recipe for boundedness. Investigate numerical evidence, beta adjustments, and the sign paradox. Understand shrinkage formulas, the shrinkage paradox, and James-time estimators. Conclude with a summary of mean squared error and angles in portfolio optimization.

James-Stein Estimation of Minimum Variance Portfolios - BQE Lecture Series

New York University (NYU)
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