2010issue C028-9
Building loss limits from the parabolic stop-and-reverse plot
The parabolic stop-and-reverse plot is a dedicated time-and-price construction that appears as a parabola on a chart. The same path is proposed as a mechanical site for a stop-loss and, once a trade is open, as a trailing stop.
- The method is a dedicated time-and-price plot that traces a parabola and marks a candidate stop-and-reverse level.
- The same mechanical formula is proposed to site a stop-loss so the loss bound is defined by the construction rather than by an ad hoc price.
- Once a position is open the curve can be read as a trailing stop until a reverse is triggered, and a cross is meant to flip stance rather than send the account to cash.
- The raw construction can issue false signals, so later treatments modify the rules and typically pair the plot with other tools and chart patterns.
A dedicated time-and-price parabola
The parabolic stop-and-reverse plot was introduced in 1978 as a dedicated time-and-price construction, not as a short footnote inside general trading books.
On a chart the construction appears as a parabola, which is why the method is named parabolic stop-and-reverse. The plot traces that curve and marks a candidate stop-and-reverse level.
Site the stop-loss on the curve
The same mechanical parabolic formula is proposed as a way to site stop-loss orders so the loss bound is defined by the indicator rather than by an ad hoc price.
In that use a stop-loss is a pre-placed loss bound, sited by the mechanical parabolic formula rather than a discretionary price.
Relocate the bound as a trailing stop
Once a trade is open, the parabolic path can be read as a trailing stop: the stop-loss is relocated along the constructed curve until a reverse is triggered.
A commonly described exit construction uses the parabolic stop-and-reverse path as the chosen departure point after a position is open. The trailing stop is that relocation of the stop-loss along the parabolic path as the trade develops, until the reverse condition is met.
Read the stance flip after the bound
Stop-and-reverse means the plotted level is used to stay continuously positioned. A cross of the stop flips the stance instead of sending the account to cash.
Editorial note: the archive presents that continuous stance rule as part of the same construction. This article reads the flip only after the stop-loss has been written and trailed.
Why the raw plot is not used alone
Because the raw construction can issue false signals, later treatments modify the stop-and-reverse rules before they are used as live filters. A false signal is a stop-and-reverse crossing that does not persist.
Study of the method typically pairs the parabolic plot with other tools and chart patterns rather than treating the dots as a self-contained plan.
All readings on this track · 21 readings
- 1987Constructing parabolic stops and cycle-window averages
- 1989Evaluating always-in parabolic SAR trailing stops
- 1993Constructing parabolic time-price trailing stops
- 1995Constructing parabolic SAR as an accelerating trail
- 1995Constructing a noise-buffered parabolic trailing stop
- 1997Constructing a parabolic trailing stop that only tightens
- 1998Triangle breakouts filtered by an exponential average and exited with parabolic stops
- 2000Treat volume-price imbalance as a hypothesis and let Parabolic SAR hold the exit
- 2002Constructing volatility stops from average true range and parabolic SAR
- 2002Parabolic SAR construction from stop outputs to reversal signals
- 2002Always-in-market SAR trail with directional confirmation
- 2004Forex trend confirmation with Average Directional Index, Parabolic SAR, and trendlines
- 2006Permission and fill gates for mechanical systems
- 2008A Relative Strength Index channel for profit lock and a trailing stop for capital protection
- 2010Building loss limits from the parabolic stop-and-reverse plot
- 2015Dual-zone currency indexes filter parabolic SAR signals
- 2016A parabolic trailing stop is not a complete system
- 2019Assigning jobs in a stochastic, parabolic, and moving-average stack
- 2019A three-filter stack as a redundancy test
- 2020Mechanical Parabolic SAR as an always-in flip after a breakout
- 2020Layering Relative Strength Index, MACD, and Parabolic SAR onto relative rotation maps