True Strength Index (TSI)

True Strength Index (TSI)

The true strength index (TSI) is a technical momentum oscillator used to identify trends and reversals. The formula for calculating the TSI involves the following steps. TSI = (PCDS/APCDS) x 100 PC = CCP  −  PCP PCS = 25-period EMA of PC PCDS = 13-period EMA of PCS APC = AVCCP  −  PCP APCS = 25-period EMA of APC APCDS = 13-period EMA of APCS where: PCDS = PC double smoothed APCDS = Absolute PC double smoothed PC = Price change CCP = Current close price PCP = Prior close price PCS = PC smoothed EMA = Exponential moving average APC = Absolute PC APCS = Absolute PC smoothed \\begin{aligned} &\\text{TSI = (PCDS/APCDS) x 100}\\\\ &\\text{PC = CCP }-\\text{ PCP}\\\\ &\\text{PCS = 25-period EMA of PC}\\\\ &\\text{PCDS = 13-period EMA of PCS}\\\\ &\\text{APC = AVCCP }-\\text{ PCP}\\\\ &\\text{APCS = 25-period EMA of APC}\\\\ &\\text{APCDS = 13-period EMA of APCS}\\\\ &\\textbf{where:}\\\\ &\\text{PCDS = PC double smoothed}\\\\ &\\text{APCDS = Absolute PC double smoothed}\\\\ &\\text{PC = Price change}\\\\ &\\text{CCP = Current close price}\\\\ &\\text{PCP = Prior close price}\\\\ &\\text{PCS = PC smoothed}\\\\ &\\text{EMA = Exponential moving average}\\\\ &\\text{APC = Absolute PC}\\\\ &\\text{APCS = Absolute PC smoothed}\\\\ \\end{aligned} TSI = (PCDS/APCDS) x 100PC = CCP − PCPPCS = 25-period EMA of PCPCDS = 13-period EMA of PCSAPC = AVCCP − PCPAPCS = 25-period EMA of APCAPCDS = 13-period EMA of APCSwhere:PCDS = PC double smoothedAPCDS = Absolute PC double smoothedPC = Price changeCCP = Current close pricePCP = Prior close pricePCS = PC smoothedEMA = Exponential moving averageAPC = Absolute PCAPCS = Absolute PC smoothed The main skill required in computing the TSI is the ability to calculate an EMA. 1. Record price changes and absolute price changes in order to calculate an EMA for both these values. 2. Calculate the price change 25-period EMA and the absolute price change 25-period EMA. 3. Smooth both of these EMAs by applying a 13-period EMA to each of them. 4. Compute the TSI value by plugging the now double-smoothed price change and double-smoothed absolute price change into the TSI formula. The true strength index (TSI) is primarily used to identify overbought and oversold conditions in an asset's price, spot divergence, identify trend direction and changes via the centerline, and highlight short-term price momentum with signal line crossovers. The TSI will also sometimes change direction without the price changing direction, resulting in trade signals that look good on the TSI but continue to lose money based on price. The TSI has a signal line, which is usually a seven- to 12-period EMA of the TSI line.

The TSI fluctuates between positive and negative territory. Positive territory means the bulls are more in control of the asset. Negative territory means the bears are more in control.

What Is the True Strength Index (TSI)?

The true strength index (TSI) is a technical momentum oscillator used to identify trends and reversals. The indicator may be useful for determining overbought and oversold conditions, indicating potential trend direction changes via centerline or signal line crossovers, and warning of trend weakness through divergence.

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The TSI fluctuates between positive and negative territory. Positive territory means the bulls are more in control of the asset. Negative territory means the bears are more in control.
When the indicator divergences with price, the TSI may be signaling the price trend is weakening and may reverse.
A signal line can be applied to the TSI indicator. When the TSI crosses above the signal line it can be used as a buy signal, and when it crosses below, a sell signal. Such crossovers occur frequently, so use with caution.
Overbought and oversold levels will vary by the asset being traded.

The True Strength Index (TSI) Formula

The formula for calculating the TSI involves the following steps.

TSI = (PCDS/APCDS) x 100 PC = CCP  −  PCP PCS = 25-period EMA of PC PCDS = 13-period EMA of PCS APC = AVCCP  −  PCP APCS = 25-period EMA of APC APCDS = 13-period EMA of APCS where: PCDS = PC double smoothed APCDS = Absolute PC double smoothed PC = Price change CCP = Current close price PCP = Prior close price PCS = PC smoothed EMA = Exponential moving average APC = Absolute PC APCS = Absolute PC smoothed \begin{aligned} &\text{TSI = (PCDS/APCDS) x 100}\\ &\text{PC = CCP }-\text{ PCP}\\ &\text{PCS = 25-period EMA of PC}\\ &\text{PCDS = 13-period EMA of PCS}\\ &\text{APC = AVCCP }-\text{ PCP}\\ &\text{APCS = 25-period EMA of APC}\\ &\text{APCDS = 13-period EMA of APCS}\\ &\textbf{where:}\\ &\text{PCDS = PC double smoothed}\\ &\text{APCDS = Absolute PC double smoothed}\\ &\text{PC = Price change}\\ &\text{CCP = Current close price}\\ &\text{PCP = Prior close price}\\ &\text{PCS = PC smoothed}\\ &\text{EMA = Exponential moving average}\\ &\text{APC = Absolute PC}\\ &\text{APCS = Absolute PC smoothed}\\ \end{aligned} TSI = (PCDS/APCDS) x 100PC = CCP − PCPPCS = 25-period EMA of PCPCDS = 13-period EMA of PCSAPC = AVCCP − PCPAPCS = 25-period EMA of APCAPCDS = 13-period EMA of APCSwhere:PCDS = PC double smoothedAPCDS = Absolute PC double smoothedPC = Price changeCCP = Current close pricePCP = Prior close pricePCS = PC smoothedEMA = Exponential moving averageAPC = Absolute PCAPCS = Absolute PC smoothed

How to Calculate the True Strength Index (TSI)

The main skill required in computing the TSI is the ability to calculate an EMA.

  1. Record price changes and absolute price changes in order to calculate an EMA for both these values.
  2. Calculate the price change 25-period EMA and the absolute price change 25-period EMA.
  3. Smooth both of these EMAs by applying a 13-period EMA to each of them.
  4. Compute the TSI value by plugging the now double-smoothed price change and double-smoothed absolute price change into the TSI formula.

What Does the True Strength Index (TSI) Tell You?

The true strength index (TSI) is primarily used to identify overbought and oversold conditions in an asset's price, spot divergence, identify trend direction and changes via the centerline, and highlight short-term price momentum with signal line crossovers.

Since the TSI is based on price movements, oversold and overbought levels will vary by the asset being traded. Some stocks may reach +30 and -30 before tending to see price reversals, while another stock may reverse near +20 and -20.

Mark extreme TSI levels, on the asset being traded, to see where overbought and oversold is. Being oversold doesn't necessarily mean it is time to buy, and when an asset is overbought it doesn't necessarily mean it is time to sell. Traders will typically watch for other signals to trigger a trade decision. For example, they may wait for the price or TSI to start dropping before selling in overbought territory. Alternatively, they may wait for a signal line crossover.

Signal Line Crossovers

The TSI has a signal line, which is usually a seven- to 12-period EMA of the TSI line. A signal line crossover occurs when the TSI line crosses the signal line. When the TSI crosses above the signal line from below, that may warrant a long position. When the TSI crosses below the signal line from above, that may warrant selling or short selling.

Signal line crossovers occur frequently, so should be utilized only in conjunction with other signals from the TSI. For example, buy signals may be favored when the TSI is above the centerline (above zero). Or sell signals may be favored when the TSI is in overbought territory.

Centerline Crossovers

The centerline crossover is another signal the TSI generates. Price momentum is positive when the indicator is above zero and negative when it is below zero.

Some traders use the centerline for a directional bias. For example, a trader may decide only to enter a long position if the indicator is above its centerline. Conversely, the trader would be bearish and only consider short positions if the indicator's value is below zero.

Breakouts and Divergence

Traders can use support and resistance levels created by the TSI to identify breakouts and price momentum shifts. For instance, if the indicator breaks below a trendline, the price may see continued selling.

Divergence is another tool the TSI provides. If the price of an asset is moving higher while the TSI is dropping, that is called bearish divergence and could result in a downside price move. Conversely, if the TSI is rising while the price is falling, that could signal higher prices to come. This is called bullish divergence.

Divergence is a poor timing signal, so it should only be used in conjunction with other signals generated by the TSI or other technical indicators.

The TSI should be used in conjunction with other forms of analysis, such as price action analysis and other technical indicators.

The True Strength Index (TSI) vs. the Moving Average Convergence Divergence (MACD) Indicator

The TSI is smoothing price changes to create a technical oscillator. The moving average convergence divergence (MACD) indicator is measuring the separation between two moving averages. Both indicators are used in similar ways for trading purposes, yet they are not calculated the same and will provide different signals at different times.

Limitations of the True Strength Index (TSI)

Many of the signals provided by the TSI will be false signals. That means the price action will be different than expected following a trade signal. For example, during an uptrend, the TSI may cross below the centerline several times, but then the price proceeds higher even though the TSI indicates momentum has shifted down.

Signal line crossovers also occur so frequently that they may not provide a lot of trading benefit. Such signals need to be heavily filtered based on other elements of the indicator or through other forms of analysis. The TSI will also sometimes change direction without the price changing direction, resulting in trade signals that look good on the TSI but continue to lose money based on price.

Divergence, too, tends to be unreliable on the indicator. Divergence can last so long that it provides little insight into when a reversal will actually occur. Also, divergence isn't always present when price reversals actually do occur.

Related terms:

Bear

A bear is one who thinks that market prices will soon decline, or has general market pessimism. read more

Breakout and Example

A breakout is the movement of the price of an asset through an identified level of support or resistance. Breakouts are used by some traders to signal a buying or selling opportunity. read more

Crossover

A crossover is the point on a stock chart when a security and an indicator intersect.  read more

Divergence and Uses

Divergence is when the price of an asset and a technical indicator move in opposite directions. Divergence is a warning sign that the price trend is weakening, and in some case may result in price reversals. read more

False Signal

In technical analysis, a false signal refers to an indication of future price movements that gives an inaccurate picture of the economic reality. read more

Force Index

The force index is a technical indicator that uses price and volume to determine the power behind a price move and can identify potential turning points. read more

Long Position

A long position conveys bullish intent as an investor will purchase the security with the hope that it will increase in value. read more

Moving Average Convergence Divergence (MACD)

Moving Average Convergence Divergence (MACD) is defined as a trend-following momentum indicator that shows the relationship between two moving averages of a security's price. read more

Market Timing

Market timing is an investment strategy that involves making trades in anticipation of price fluctuations, based on technical or fundamental research. read more

Oscillator

An oscillator is a technical indicator that tends to revert to a mean, and so can signal trend reversals. read more

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