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ETF Global Challenge 2017 Portfolio Optimization

This repository contains the code for the ETF Global Challenge competition of 2017. The goal of this project is to create a portfolio optimization strategy that will maximize the Sharpe Ratio and minimize the portfolio variance. The code utilizes three different optimization methods: Minimum Variance Optimization, Maximum Sharpe Ratio Optimization, and Equal Weighted Optimization. The performance of each method is then compared based on their out-of-sample Sharpe Ratios.

Features

  • Portfolio optimization using three different methods
  • Out-of-sample Sharpe Ratio comparison
  • Visualization of portfolio performance
  • Calculation of the last day weights and units to be purchased

Dependencies

numpy
pandas
datetime
matplotlib
pandas-datareader
quandl
statsmodels
scipy

Installation

  1. Clone the repository or download the code as a zip file.
git clone https://github.com/username/etf-global-challenge-2017.git
  1. Install the required dependencies using pip.
pip install -r requirements.txt
  1. Run the Python script in the terminal or any Python environment.
python ETF_SPRING_2017.py

Usage

The script fetches historical stock data for selected tickers and performs portfolio optimization using three different methods:

  1. Minimum Variance Optimization (MINV)
  2. Maximum Sharpe Ratio Optimization (MSR)
  3. Equal Weighted Optimization (EQW)

The script then calculates the out-of-sample Sharpe Ratio for each method and visualizes the portfolio performance. The last day weights and units to be purchased are also calculated and displayed for each optimization method.

Results

The script outputs the portfolio performance visualization, out-of-sample Sharpe Ratios for each optimization method, and the last day weights and units to be purchased.

Contributing

Feel free to submit pull requests, report issues, or provide suggestions to improve the code. Your contributions are welcome!

License

This project is licensed under the MIT License. See LICENSE for more information.

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Code for the ETF Global Challenge competition of 2017

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