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Dynamic Portfolio Optimization using LSTM and GARCH:

This project implements a dynamic portfolio optimization framework that combines machine learning and classical financial theory to improve risk-adjusted returns.

Specifically, it integrates:

  • LSTM neural networks for asset return prediction
  • GARCH models for time-varying volatility estimation
  • Markowitz mean–variance optimization with Sharpe ratio maximization

The strategy is evaluated on Dow Jones Industrial Average stocks using out-of-sample data.

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Dynamic portfolio optimization framework combining LSTM return forecasting and GARCH-based risk estimation within a Markowitz mean-variance approach.

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