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Linear Regression Curve

The Linear Regression Curve plots a line that best fits the prices specified over a user-defined time period. Think of the Linear Regression Curve as numerous lines, but both extreme ends of the lines are hidden, while the center portion is shown and is connected to other center portions of lines. The Linear Regression Curve is used mainly to identify trend direction and might sometimes be used to generate buy and sell signals.

The chart of the S&P 500 E-mini Futures contract shows a 9-day Linear Regression Curve:

linear regression curve is somewhat similar to a moving average

Traders might view the Linear Regression curve as the fair value for the stock, future, or forex currency pair, and any deviations from the curve as buy and sell opportunities.

Generally, when price deviates a certain percentage or number of points below the Linear Regression Curve, then a trader might buy, thinking that price will revert back to fair value, which is thought to be the Linear Regression Curve.

In a similar manner, when price moves above the Linear Regression Curve by a trader specified percentage or point value, then the trader might sell, believing that price will return back to the Linear Regression Curve.

Other variations of these buy and sell signals could be employed. Since the Linear Regression Curve is great at identifying trend direction, if price is trending higher, a trader might only take buy signals when price deviated below the curve. Likewise, during a downtrend, a trader might only take sell signals, not wanting to fight the prevailing trend downward.

Arguably the most popular usage of the Linear Regression concept is the Linear Regression Channel, often used by large institutions. (see: Linear Regression Channel).

The information above is for informational and entertainment purposes only and does not constitute trading advice or a solicitation to buy or sell any stock, option, future, commodity, or forex product. Past performance is not necessarily an indication of future performance. Trading is inherently risky. shall not be liable for any special or consequential damages that result from the use of or the inability to use, the materials and information provided by this site. See full disclaimer.

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