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Portfolio Construction: From Markowitz to 1/N

Diversification is exact mathematics built on inputs nobody knows precisely. This path derives mean-variance optimization and the limits of diversification, then measures why optimized portfolios so often lose to simply splitting money equally, and finishes with the risk-based rules practitioners use instead: minimum variance, risk parity, shrinkage, constraints and rebalancing. Every worked number is reproducible in numpy, and every claim is traced to its source.

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Lessons, in order

  1. 1
    Business
    Mean-Variance Optimization: The Mathematics of Diversification
    Start
  2. 2
    Business
    Estimation Error: Why Optimized Portfolios Disappoint
    Start
  3. 3
    Business
    Practical Portfolio Construction: Minimum Variance, Risk Parity and Rebalancing
    Start