Futures
Access hundreds of perpetual contracts
TradFi
Gold
One platform for global traditional assets
Options
Hot
Trade European-style vanilla options
Unified Account
Maximize your capital efficiency
Demo Trading
Introduction to Futures Trading
Learn the basics of futures trading
Futures Events
Join events to earn rewards
Demo Trading
Use virtual funds to practice risk-free trading
Launch
CandyDrop
Collect candies to earn airdrops
Launchpool
Quick staking, earn potential new tokens
HODLer Airdrop
Hold GT and get massive airdrops for free
Pre-IPOs
Unlock full access to global stock IPOs
Alpha Points
Trade on-chain assets and earn airdrops
Futures Points
Earn futures points and claim airdrop rewards
Recently, I’ve been studying portfolio evaluation and noticed that many people confuse the Sharpe ratio and the Treynor ratio. In fact, although both metrics are used to measure risk-adjusted returns, their underlying ideas are completely different.
Let's start with the Treynor ratio. This metric is named after Jack Treynor, and its core logic is to use beta to measure systematic risk. Simply put, it shows how much excess return your portfolio earns relative to the market volatility. For example, if a portfolio has an annual return of 9%, a risk-free rate of 3%, and a beta of 1.2, then the Treynor ratio is ((9-3)/1.2=0.5. The higher this number, the better the portfolio performs given the market risk it bears.
Next, look at the Sharpe ratio, proposed by William F. Sharpe, a Nobel laureate in economics. It uses standard deviation to measure volatility. The key difference is that it considers total risk, including both systematic and unsystematic risks. Suppose a portfolio has an annual return of 8%, a risk-free rate of 2%, and a standard deviation of 10%, then the Sharpe ratio is )(8-2)/10=0.6. This means that for each unit of risk you take, you earn 0.6 units of excess return.
Regarding the main differences between Sharpe and Treynor, I think there are a few key points. First is the perspective on risk measurement—Sharpe looks at total risk volatility, while Treynor focuses only on market systematic risk. Second is the application scenario: the Sharpe ratio is suitable for comparing different asset classes or individual stocks, whereas the Treynor ratio is more appropriate for evaluating a portfolio’s performance relative to the market index.
Another detail is the consideration of diversification. If your portfolio isn’t sufficiently diversified, the Sharpe ratio can be more informative because it reflects risks that can be eliminated through diversification. But if your portfolio is already well diversified, the Treynor ratio becomes more meaningful, since the main remaining risk is systematic risk.
Honestly, there’s no absolute good or bad between Sharpe and Treynor; the key is to understand their respective applicable scenarios. The Treynor ratio helps you see how sensitive your portfolio is to market risk, while the Sharpe ratio provides a more comprehensive picture of risk and return. Many professional investors look at both, as this allows for a more accurate assessment of performance. If you’re building your own investment portfolio, understanding the differences between these two metrics can be very helpful.