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Why use Sortino ratio instead of Sharpe?

Financial Toolset Team4 min read

Sortino ratio focuses only on downside volatility—returns that fall below your minimum acceptable return (MAR). It ignores upside volatility, making it better for portfolios with asymmetric payoff ...

Why use Sortino ratio instead of Sharpe?

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Why Use the Sortino Ratio Instead of the Sharpe Ratio?

When evaluating investment performance, understanding how risk and return interact is crucial. Two popular measures, the Sharpe ratio and the Sortino ratio, are often used to assess risk-adjusted returns. While both are valuable, the Sortino ratio offers unique advantages for certain investors and portfolios. Let's explore why you might choose the Sortino ratio over the Sharpe ratio.

Understanding the Basics

Sharpe Ratio

Developed by Nobel laureate William F. Sharpe in 1966, the Sharpe ratio measures risk-adjusted returns by dividing the excess return of an investment (over the risk-free rate) by the standard deviation of its total returns. This approach considers both positive and negative volatility equally.

Sortino Ratio

Introduced by Frank Sortino in the 1980s, the Sortino ratio modifies this approach by focusing solely on downside volatility—returns that fall below your minimum acceptable return (MAR). By doing so, it penalizes only negative returns, making it particularly useful for investors who prioritize downside risk management.

  • Formula: Sortino Ratio = (Return of Portfolio - Risk-Free Rate) / Downside Deviation
  • Use Case: Ideal for risk-averse investors and strategies with asymmetric return distributions.

Why Choose the Sortino Ratio?

Focus on Downside Risk

The primary advantage of the Sortino ratio is its focus on downside risk. This is particularly beneficial for:

Practical Examples

Consider two portfolios, both with an annual return of 10% and a risk-free rate of 2%. Portfolio A has a total standard deviation of 15%, while Portfolio B has a downside deviation of 10%.

  • Sharpe Ratio for Portfolio A: (10% - 2%) / 15% = 0.53
  • Sortino Ratio for Portfolio B: (10% - 2%) / 10% = 0.80

In this example, Portfolio B's performance appears stronger under the Sortino ratio due to its lower downside risk, even though its Sharpe ratio might suggest otherwise.

Real-World Applications

  • Hedge Funds: Many hedge funds adopt strategies to protect against losses while allowing for upside gains. The Sortino ratio effectively captures this performance metric.
  • Retirement Planning: Investors close to retirement often employ the Sortino ratio to ensure their portfolios are not susceptible to large drawdowns, which could jeopardize their savings.
  • Volatility-Managed Strategies: Strategies with mechanisms like stop-loss orders or options protection benefit from the Sortino ratio as it better reflects the benefits of these protections on reducing downside risk.

Common Mistakes and Considerations

While the Sortino ratio offers distinct advantages, there are some limitations and considerations to keep in mind:

  • Data Limitation: The Sortino ratio uses only downside returns, potentially reducing statistical significance, especially in short time series.
  • Overlooking Positive Volatility: By ignoring upside volatility, it may not fully capture the growth potential of investments that experience beneficial positive swings.
  • Investor Suitability: The choice between Sharpe and Sortino ratios should align with an investor’s risk profile and investment objectives. For diversified portfolios, the Sharpe ratio remains a standard.

Bottom Line

Both the Sortino and Sharpe ratios are valuable tools for evaluating investment performance. However, if your primary concern is minimizing losses rather than maximizing gains, the Sortino ratio provides a focused measure of downside risk. By understanding your investment strategy and risk tolerance, you can choose the metric that best aligns with your financial goals. Whether you're safeguarding retirement savings or managing a hedge fund, the Sortino ratio offers a tailored perspective on risk-adjusted returns.

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Common questions about the Why use Sortino ratio instead of Sharpe?

Sortino ratio focuses only on downside volatility—returns that fall below your minimum acceptable return (MAR). It ignores upside volatility, making it better for portfolios with asymmetric payoff ...
Why use Sortino ratio instead of Sharpe? | FinToolset