2020issue C0360-61
Average true range as a shared unit for size, pairs, and stops
Average true range can be held as one shared unit of account for single-name size, pair-book balance, and the line between fadeable noise and a driven trend. This note keeps that unit fixed before those later decisions are allowed to disagree.
- Average true range is an unbounded, instrument-specific reading of typical movement, used for risk planning and profit objectives rather than as a leading or lagging oscillator.
- Quantity for a single name and for both legs of a pair can be scaled from that same unit, with pair size taken from the combined spread series and set inversely to pair average true range.
- Percent-of-range locations mark short-horizon fades, larger reversals, extended moves, and a stronger driving force on both names and pairs.
- A stop may start as a fixed fraction of average true range and later trail, and a pair book is planned around about one average true range per week per pair so losses can be absorbed over a larger sample.
What average true range measures
Average true range is treated as an unbounded, instrument-specific volatility measure. It is used for risk planning and profit objectives rather than as a conventional leading or lagging oscillator.
True range is the largest of the latest high minus low, the absolute latest high minus prior close, and the absolute latest low minus prior close. Average true range is that series averaged over a chosen lookback.
A 14-day average true range is the commonly supplied default. Additional windows of 5, 10, 30, and 65 days, plus six-month and one-year windows, are used for comparison.
Single-name size
Volatility position sizing uses current volatility, not raw price, as the unit that keeps exposure comparable across names and throughout the life of the position.
Average true range position sizing scales quantity from account equity and that instrument's average true range so a planned stop distance maps to a bounded loss before the trade is placed.
Single-instrument size can be built from average true range as a percentage of price, from that value relative to an index ETF's average true range, or from average true range combined with a permitted percent-of-range move until a fixed or trailing stop.
Pair size from a combined series
Pairs trading is the trade of a combined two-name spread with testable entry, exit, and abstention rules, either as occasional signal trades or as more frequent mean-reversion noise trades.
Paired instruments require a combined spread series so pair size can be scaled inversely to pair average true range. The archive illustrates 100 by 100 shares when pair average true range is 1.00, versus 200 by 200 shares when that pair reading is 0.50.
When two names have average true ranges of 3.00 and 2.50 but the pair reading is 0.50, the pair is treated as statistically muted. A pair reading of 5.00 is treated as more frequently divergent. Correlation and cointegration are listed as companion pair metrics.
A pair-book planning benchmark is about one average true range per week per pair, assembled from 10-20 percent range scalps or 3-5 day swings. The archive does not plan on one average true range per day, because losing trades must be absorbed over a larger sample.
Percent-of-range locations
A move can be measured as a fraction or multiple of current average true range and used to place fades, targets, or stops on a volatility scale.
Percent-of-range locations used for fade-style entries and exits include 45-65 percent for short-horizon reversals, 85-120 percent for larger reversals, 140-180 percent for extended moves, and beyond 200 percent as a sign of a stronger driving force. The same locations are applied to both pairs and single names.
A signal model reads average true range extremes on a chart or alert. It marks unusual volatility, but it is treated as offering fewer repeatable trades than mid-range conditions. A noise model is a mean-reversion framework for names or pairs that stay contained and reverse inside the session. It is intended to handle the larger set of trades that occur away from volatility extremes.
Stops that can later trail
An average true range stop can begin as a fixed percent-of-range stop from entry or from a price level. It can later become a trailing stop that tightens if the market or group weakens or the instrument slope steepens.
All readings on this track · 36 readings
- 1988Constructing unsigned true range for directional models
- 1989Evaluate an always-in ATR breakout as one procedure
- 1992Variable lookback and average true range as a trend-filter construction
- 1993A random-walk index that uses true range as its scale
- 1993A shared harness for trend-filter construction
- 1998Finish a trend with a volatility trail, wave permission, and a slower-frame veto
- 1999A trend filter that switches tactics and scales ATR targets
- 2001Filter higher lows with linear regression, then judge the exit
- 2003A Mechanical trading system is a maintained procedure, not only an entry trigger
- 2005Construction of a volatility-bounded long entry
- 2005Six-zone encoding of open, high, low, and close
- 2006Normalized average true range as a pre-entry volatility bound
- 2006Chandelier exits, ATR position sizing, and trailing stops
- 2007Constructing a rule-based entry with Relative Strength Index and ATR position sizing
- 2008Constructing a zero-lag TMA and heikin-ashi crossover as a complete rule set
- 2010Use the session-range percent stop as a pre-trade filter
- 2011OCA exit groups, trailing limits, and ATR stops
- 2011ATR bands around support and resistance for stops and targets
- 2013Algorithmic head-and-shoulders construction with bounded exits
- 2013Constructing ATR-scaled swing pivots and linear-regression divergence
- 2013Constructing volatility bands from typical price
- 2014Constructing true-range contraction filters before expansion
- 2015Constructing touch plans from modified true range
- 2015One checklist for breakout entry and ATR risk
- 2015Percentage true-range construction for cross-market volatility filters
- 2015Construct a percentage true range for cross-market volatility
- 2015Percentage true range as a pre-entry exposure filter
- 2016Constructing ATR-filtered breakout entries
- 2017A dividend date as a pairs-trading classroom
- 2018Range-based volatility as a true-range construction
- 2018Moving average support and volatility-band construction
- 2018Construct a lifecycle breakout from compression
- 2018Pair the book first and let volatility or range set the size
- 2019Trend systems need a no-trade rule
- 2020Average true range as a shared unit for size, pairs, and stops
- 2020Volatility sizing and target-risk leverage as a pre-trade gate