Ledoit-Wolf covariance matrix estimator of stock returns
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Updated
Aug 23, 2019 - Python
Ledoit-Wolf covariance matrix estimator of stock returns
From-scratch mean-variance portfolio optimization toolkit reproducing canonical literature results.
Build, backtest, and serve Sharpe-optimised cryptocurrency portfolios using consensus Louvain clustering. Includes ARIMA / GARCH / LSTM forecasting, yfinance + ccxt data, a stateless REST API, and Docker.
Estimation error in portfolio construction — Ledoit-Wolf shrinkage from the paper, walk-forward horserace vs 1/N, and a 2×2 VaR backtest with Kupiec, Christoffersen and Basel traffic-light tests
SIM Swap Fraud Prevention via Behavioral Biometrics
Python library for mean-variance portfolio optimization — Black-Litterman returns, Ledoit-Wolf covariance, efficient frontier, risk parity, CVaR minimization, and walk-forward backtesting with transaction costs.
Robust portfolio optimization in Python using rolling out-of-sample validation, covariance shrinkage, concentration constraints, risk parity, turnover and transaction costs.
Unsupervised market-structure analytics - shrinkage/RMT-filtered correlation networks, minimum spanning trees, and a PCA systemic-risk index - plus a pre-registered research program that found no tradeable edge.
Robust portfolio construction using Ledoit-Wolf covariance shrinkage and Hierarchical Risk Parity (HRP) for stable, risk-aware asset allocation
Interactive S&P 500 portfolio allocation app — Markowitz framework, CVXPY optimization, Ledoit-Wolf covariance, Streamlit UI
Covariance matrix cleaning using Random Matrix Theory vs Ledoit-Wolf, with walk-forward backtests
A modular Python framework for covariance estimation, portfolio optimization, and rolling out-of-sample backtesting.
Constraint-aware portfolio optimization with covariance shrinkage and stress tests
End-to-End Python implementation of Azzone et al's (2026) Physical Climate Risk Engine for equity portfolios. Elements include: 2σ temperature-anomaly events, quadratic-trend logits and Fréchet–Hoeffding dependence feed portfolio-level Climate Risk Exposure (CRE) & Climate Exposure Volatility (CEV). It is optimized with return & variance via MOPSO.
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