Entropy Pooling views and stress-testing combined with Conditional Value-at-Risk (CVaR) portfolio optimization in Python.

Mean Variance (Markowitz) Portfolio Optimization and Beyond

Mean-Variance Optimization using DL (pytorch)

Assets' Risk Management Using Mean-Variance Opt Based On Mult-Factors Trending Prediction

Enhanced Portfolio Optimization (EPO)

DRIP Asset Allocation is a collection of model libraries for MPT framework, Black Litterman Strategy Incorporator, Holdings Constraint, and Transaction Costs.

A MATLAB Realisation of Regime Switching Asset Allocation Strategy

Cross asset allocation with mean-variance and mean-CVaR (Expected Shortfall) optimization methods

Streamlit app to simulate/optimize different portfolio allocations based on mathematical methods.

Using Monte-Carlo simulation in order to find the optimal portfolio weights according to several criteras (Sharpe ratio, max drawdown, mean-variance).

This repository of codes includes in the R and Python programs used in the six chapters of my published book titled "Analysis and Forecasting of Financial Time Series: Selected Cases". The book is published by Cambridge Scholars Publishing, New Casle upon Tyne, United Kindoam, in 2022.

Optimizing equities portfolios using Mean-Variance Optimization, Robust Mean-Variance Optimization, Risk-Parity (ERC), and One-Fund Theorem

This code tests the basic idea of my Master thesis. I propose an improved estimator of the covariance matrix of asset returns, employed in the computation of the minimum-variance portfolio. The main.py script tests the out-of-sample performance of this estimator, which is shown to deliver much better results than the sample covariance matrix and…

Portfolio optimization : Markowitz's mean-variance optimization technique using Pyportfolioopt package.

A mean-variance analysis of a portfolio of risky assets, visualising the Markowitz bullet and the efficient frontier. We also compare the performance of a randomly selected portfolio within the Markowitz bullet, with that of an efficient portfolio of the same variance.

A Java implementation of the VBA code for the Critical Line Algorithm in the book "Mean-Variance Analysis in Portfolio Choice and Capital Markets" by Harry M. Markowitz