Efficient Frontier
The 'Sweet Spot' of Investing: Maximizing return for every unit of risk taken.
Quick Definition
A portfolio is "Efficient" if there is no other combination of the same assets that provides a higher return for the same level of risk. The **Efficient Frontier** is the line on a graph representing all such optimal portfolios. Anything below the line is inefficient.
Modern Portfolio Theory (MPT)
Nobel laureate Harry Markowitz introduced MPT to show that you can lower risk by combining assets that don't move in sync (**Correlation**). By finding the Efficient Frontier, you are using institutional-grade math to ensure your portfolio isn't taking "unrewarded risk."
Max Sharpe Portfolio
The specific point on the Efficient Frontier that provides the highest return per unit of total risk (volatility).
Min Variance Portfolio
The point on the frontier with the absolute lowest volatility, regardless of return. Best for capital preservation.
Beyond the Mean-Variance
Standard optimization assumes markets are "Normal" (Bell Curves). StressTest.pro goes further by allowing optimization based on **Minimum CVaR** (Conditional Value at Risk) to account for "Black Swan" fat-tail events that traditional Efficient Frontier models ignore.
Find your Optimal Allocation
Pro Feature: Advanced Optimizers
Don't guess your weights. Use our institutional engine to find the Max Sharpe or Risk Parity allocation for your assets.
Optimize Portfolio