Kaufman Adaptive Moving Average KAMA
A moving average that speeds up in trends and slows down in noise, automatically.
Quick answer: The Kaufman Adaptive Moving Average, devised by Perry Kaufman, automatically adjusts its smoothing speed based on market efficiency — reacting fast when price trends cleanly and slowing to filter noise when price is choppy.
In simple words
Fixed moving averages have one speed, which is always wrong somewhere — too slow in a fast trend, too jumpy in a range. Kaufman's KAMA adapts: it measures how 'efficient' price movement is (how much net direction there is versus back-and-forth noise), then speeds up when a clean trend is underway and slows almost to a standstill when the market is chopping sideways. The effect is a line that follows trends closely yet stays flat and calm during noise, reducing whipsaw.
Kaufman Adaptive Moving Average — visual
How Kaufman Adaptive Moving Average looks on a chart
KAMA adapts its speed to market efficiency: it hugs price in clean trends and flattens out in choppy noise, cutting the whipsaw of fixed-speed averages.
Professional explanation
The Efficiency Ratio at its core
KAMA is built around Kaufman's Efficiency Ratio (ER): the net price change over N bars divided by the sum of the absolute bar-to-bar changes over the same period. When price moves in a straight line, net change nearly equals total travel, so ER is near 1 (efficient). When price chops back and forth, net change is small relative to total travel, so ER is near 0 (inefficient). ER is the dial that tells KAMA how fast to move.
From efficiency to a variable smoothing constant
KAMA converts the ER into a smoothing constant that sits between the speed of a fast EMA (about 2 periods) and a slow EMA (about 30 periods). High efficiency pushes the constant toward the fast end so KAMA tracks the trend; low efficiency pushes it toward the slow end so KAMA barely moves. Because the constant is squared, the shift between fast and slow is pronounced, giving KAMA its distinctive stop-and-go behaviour.
Why it reduces whipsaw
The whole point is to solve the range problem. In a sideways market a normal average crosses price repeatedly and whipsaws; KAMA, sensing low efficiency, flattens out and stops chasing every wiggle, so far fewer false crosses occur. When a genuine trend begins, efficiency rises and KAMA accelerates to catch it. This adaptiveness is what sets it apart from SMA, EMA and WMA.
Reading and trading KAMA
KAMA is traded like a moving average but with extra meaning in its slope: a flat KAMA signals a noisy, trendless market to avoid, while a sloping KAMA signals a trend worth trading. Price crossing a rising KAMA, or KAMA turning up, are the common signals. Because it deliberately slows in noise, it lags more than a fast EMA at the very start of a move — the trade-off for its whipsaw reduction.
Formula
Kaufman Adaptive Moving Average formula
KAMAₜ = KAMAₜ₋₁ + SC × (Priceₜ − KAMAₜ₋₁); SC = [ER × (fast − slow) + slow]²
ER = |net change over N| / Σ|bar-to-bar change over N|. fast and slow are the EMA smoothing constants for 2 and 30 periods. SC is the adaptive smoothing constant.
- ER — Efficiency Ratio — net directional change divided by total price travel over N bars
- SC — Smoothing Constant — the adaptive speed derived from ER, squared
- fast — Smoothing constant of a fast EMA, 2/(2+1)
- slow — Smoothing constant of a slow EMA, 2/(30+1)
- N — Efficiency Ratio look-back, commonly 10
How it is calculated
- Compute the Efficiency Ratio: net price change over N bars divided by the sum of absolute bar-to-bar changes over N.
- Scale ER between the fast (2-period) and slow (30-period) EMA smoothing constants.
- Square the scaled value to get the adaptive smoothing constant SC.
- Update KAMA = previous KAMA + SC × (current price − previous KAMA).
- Plot KAMA; a flat line means noise to avoid, a sloping line means a tradable trend.
Interpretation & signals
Traders read KAMA's slope as a regime filter — flat means choppy and best avoided, sloping means a trend to trade — and use price crossing KAMA or KAMA turning as the signal.
Buy / bullish signals
- KAMA turns up and price holds above it.
- Price crosses above a rising KAMA after it flattens in a base.
- KAMA slope steepens as efficiency rises, confirming a new trend.
- A faster KAMA crosses above a slower KAMA.
Sell / bearish signals
- KAMA turns down and price holds below it.
- Price crosses below a falling KAMA after a topping range.
- KAMA slope steepens downward as a downtrend gains efficiency.
- A faster KAMA crosses below a slower KAMA.
False signals to beware
- When KAMA is flat, any price crosses of it are noise to be ignored.
- At the very start of a move KAMA lags because efficiency has not yet risen.
- In a weak, semi-trending market KAMA can give ambiguous, shallow slopes.
Settings, timeframe & conditions
Advantages & limitations
Advantages
- Adapts speed to conditions, cutting whipsaw in ranges.
- Hugs price in clean trends yet flattens in noise.
- The slope doubles as a trend-versus-noise filter.
- Reduces the false crosses that plague fixed averages.
Limitations & disadvantages
- More complex to compute and understand.
- Lags at the very start of a trend while efficiency builds.
- Ambiguous in weak, semi-trending markets.
- Parameters need tuning to the instrument.
Combining Kaufman Adaptive Moving Average with other indicators
- Average Directional Index — ADX and KAMA both distinguish trend from range; a rising ADX with a sloping KAMA is strong trend confirmation.
- Average True Range — ATR sizes stops around KAMA, adapting the exit to the same volatility KAMA is reacting to.
- Exponential Moving Average — Comparing KAMA with a fixed EMA highlights when the market shifts from noise to trend.
Practical examples (Nifty & Bank Nifty)
NIFTY example
Nifty spends two weeks chopping in a 200-point band and KAMA goes almost flat — its low efficiency reading tells the trader to stand aside, avoiding the whipsaws a fixed EMA would have generated. When Nifty finally breaks out and trends cleanly, efficiency jumps, KAMA accelerates and slopes up, and price holding above the rising KAMA signals the trend is now worth trading.
BANKNIFTY example
Bank Nifty's frequent noisy swings are exactly what KAMA is designed for. During a choppy, newsy session KAMA flattens and filters out the fake breaks; when a decisive trending move develops, KAMA speeds up to track it. A trader uses KAMA's slope as a green light — trade only when it is clearly sloping, sit out when it is flat.
Common mistakes
- Trading price crosses when KAMA is flat — those are the noise it is filtering.
- Expecting it to be fast at a trend's very start — it lags until efficiency rises.
- Using default parameters without checking they suit the instrument.
- Treating it as just another EMA and ignoring its adaptive slope.
Professional usage
Professionals use KAMA primarily as an adaptive trend filter that answers 'is this a trend worth trading?'. When KAMA is sloping, efficiency is high and they engage; when it is flat, they stand aside, avoiding the range whipsaws that punish fixed averages. It is often combined with a volatility-based stop and a trend-strength gauge, valued less for precise entries than for keeping a trader out of the choppy conditions where most moving-average losses occur.
Key takeaway
KAMA is a self-adjusting moving average: it speeds up to track clean trends and slows almost to a stop in noise, cutting the whipsaw of fixed averages. Read its slope as a filter — trade when KAMA is sloping, stand aside when it is flat.
Frequently asked questions
What is the Kaufman Adaptive Moving Average?
How does KAMA adapt?
What is the Efficiency Ratio in KAMA?
What are the default KAMA settings?
How is KAMA different from the EMA?
How do you trade KAMA?
Does KAMA reduce whipsaw?
Is KAMA a leading indicator?
Who created KAMA?
Can KAMA be used on Bank Nifty?
Why is KAMA flat sometimes?
Voice search & related questions
Natural-language questions people ask about Kaufman Adaptive Moving Average.
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Sources & references
Last reviewed 8 July 2026. Educational content only — not investment advice.