Modern Portfolio Theory (MPT) Allocation – How It Works in Fincanva

Modified on Mon, 14 Apr at 5:45 PM

What It Is

Modern Portfolio Theory (MPT) is a quantitative framework for constructing a portfolio that offers the maximum expected return for a given level of risk—or the minimum risk for a given level of return. It uses historical returns, volatility, and correlations among assets to place the portfolio on the "efficient frontier."


What It Does in Fincanva

  • Logic: MPT determines optimal weights using mathematical optimization to achieve the best possible risk-return tradeoff

  • Simulation Behavior: During each rebalance, capital is allocated based on updated return and risk statistics from historical data

  • Variants Supported in Fincanva:

    • Markowitz Optimal Portfolio – Maximizes expected return for a given level of risk

    • Minimum Variance Portfolio – Minimizes volatility regardless of return

    • Maximum Return Portfolio – Focuses solely on maximizing return, without considering volatility

  • Constraints (optional):

    • Positive Weights Only (models only)

    • Constrained Weights – Limits max difference between asset weights

    • Diversified Constraint – Caps annualized standard deviation


Pros

  • Optimizes risk-return profile using well-established financial theory

  • Adapts to correlations, not just asset risk or return

  • Offers multiple configurations to fit different goals (e.g., max return, min risk)

  • Suitable for advanced users seeking mathematically optimal portfolios


Cons

  • Relies heavily on historical data, which may not predict future returns

  • Sensitive to input changes, especially in small or highly correlated asset sets

  • Computationally intensive, especially with constraints enabled

  • May result in concentrated portfolios if constraints are not applied


Where You Can Use It

  • Portfolios: Yes - Positive weights only

  • Models: Yes


When to Use It

  • Best when aiming to maximize performance with managed risk

  • Ideal for academic, institutional, or research-backed strategies

  • Suitable for optimizing model compositions with diverse return/risk characteristics

  • Recommended when working with asset classes that exhibit varied correlation and volatility


Example
Suppose Asset A and Asset B are negatively correlated. MPT will allocate more capital to both assets to reduce overall portfolio volatility, even if their individual volatilities are high—thus increasing diversification benefits.

Plan Access

  • Portfolios: Available on Ultimate and Professional plans

  • Models: Available on Ultimate and Professional plans

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