In a previous post, we demonstrated the mean-reverting and trending properties of SP500. In this follow-up post, we will develop a simple trading system exploiting the mean-reverting behaviour of this market index.
To generate buy and sell signals, we will use simple moving averages as noise filters. The simple moving average takes an average value of a stock over a certain period of time. It has been used for decades by technical traders and investors around the world. There exist other types of moving averages such as exponential moving averages, but we will use the simple ones in this post.
Since we know that the SP500 is mean-reverting in a short term, we will use short-term moving averages. The trading rules are as follows,
If 3-day simple moving average < 20-day simple moving average, buy $10000 worth of stock
Exit if 3-day simple moving average >= 20-day simple moving average
We downloaded SPY data from Yahoo Finance and implemented the above trading rules in a Python program. The picture below shows the equity line of the strategy. We note that using the 3- and 20-day simple moving averages the strategy is overall profitable.
Next, we proceed to test the robustness of this system. To do so, we vary the length of the second moving averages (20 days in the previous example). The graph below shows the total PnL as a function of the length of the second moving average. We observe that the overall profit remains positive when we change the length of the moving average. This would indicate that the strategy performance is stable in this parameter regime.
In summary, we developed a simple trading strategy exploiting the mean-reverting behavior of SP500. In the next installment, we will design a trend-following system on this market index.
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Oil ticked higher after a volatile week as traders parsed the latest signals in the trade war, prepared for details of how China aims to support its economy, and weighed geopolitical developments in Iran.
Guys you need to add the comparison with the benchmark. It seems you did worse than SPY itself. So it would have been better to simply hold SPY.
Actually we should compare the risk-adjusted return to the B&H, and not just absolute return. This post is just a simple example on system design. Email me if you’re interested in full stats and comparisons.