Bollinger Band Squeeze
by Howard Arrington
One use of the Bollinger Band study is to indicate when
the market has entered a narrow trading range. A narrow
range indicates momentary balance between buyers and
sellers. As the trading range becomes narrower, and the
market volatility lessens, the spread between the Bollinger
Bands becomes smaller. This condition of the Bollinger
Bands squeezing together is highlighted on this chart by the
red zones using the Design Your Own (DYO) study.
Line A reads the Spread between the Bollinger Bands and
stores this value in Global Variable (GV) 1. Line B will
read the value in Global Variable 1 and compare it to a
Number.
The Line B Number parameter is the size in chart scale
points for marking the squeeze condition. The example shows
bands that are within 2.0 e-mini points of each other.
When Line B evaluates to a Boolean True, then the vertical
stripe ZONe marker is added to the chart using the light red
color.
Tip: Trade in the direction of the break-out from the
narrow range of the Bollinger Band Squeeze.
Trading Tip:
Pesavento Harmonics
by Howard Arrington
Question:
I was on the phone with Larry Pesavento discussing how to
calculate the harmonic for a symbol. He mentioned that
Ensign has a tool that will automatically calculate swing
values. Is Larry possibly referring to a study you created
for him?
Answer:
Larry is referring to the proprietary Pesavento Patterns
tool in Ensign Windows which draws the swing lines. The
study can use the Delta $ markers to show the size of the
swings (change in price from the ends of a trend line).
Look for common (similar) sizes of the swings such as the
3.25, 5.25 points and 8.00 points on the ES e-mini chart.
The common swing sizes are the natural harmonics for the
symbol. To find the higher harmonic numbers, look at the
common swing sizes on a 30-minute chart.
Click this link to watch a 4-minute video
about the
Pesavento Patterns study.
Study Tip:
Stochastic Formula
by Howard Arrington
Raw stochastic is the percentage of where a
price is in a range of highest high - lowest low over a set
of bars. Some call the raw value Fast %K.
Raw Stochastic = 100 * (Last -
LowestLow) / (HighestHigh - LowestLow).
Slow %K is an average of the Raw Stochastic. Some call
this first average Fast %D.
Slow %D is an average of the Slow %K. This is the 2nd
average.
Ensign Windows has 4 choices of which formula to use for
calculating the averages. The average used for the original
Stochastic work was an exponential moving average. However,
variations using simple average, weighted average and
smoothed average are also worthy and useful Stochastic
calculations.
The smoothed average formula is very similar to the
exponential formula. The difference is in how the Alpha
decay factor is derived from the average parameter N. See
these formulas:
Exponential = Previous Average +
((Current Value - Previous Average) / Alpha)
where Alpha = (N+1)/2
Smoothed = Previous Average +
((Current Value - Previous Average) / Alpha)
where Alpha = N
The parameter N is greater than or equal to 1. If the
parameter entered is less than 1, then invert the parameter
using N = 1 / parameter.
Ensign Windows does not do a 3rd average. If an average
of the Slow %D is wanted, then put on a moving average study
and set its Data Point to be the %D value of the Stochastic
study.
Click the following links for two excellent articles in
past Trading Tips issues for additional information about
the Stochastic study.
August 2001 -
Stochastic Fundamental Behavior
October 2001 -
Stochastic Parameters
Study Tip:
Ergodic Formula
by Howard Arrington
The Ergodic formula is a ratio of two double averages.
The numerator is an average of an average of the Net. The
denominator is an average of an average of the Absolute
value of the Net. The Net is the difference between a bar's
close and the prior bar's close.
Ergodic = (Average (Average (Net, parameter 1),
parameter 2) / (Average (Average (Abs(Net), parameter 1),
parameter 2)
The plotted Ergodic study line is not much different than
just plotting a small period moving average of the bar's
close price. Let me illustrate with this comparison.
I have used parameters that are smaller than are
typically used for Ergodic so that the comparison of
similarity to the small period moving average would be more
obvious. You can see the waves are the same, and the turns
are identically aligned. So, in essence the Ergodic is
just another moving average. But, because the Ergodic is a
ratio it cannot be plotted on a price scale. Ergodic has
its own scale, and the range for this scale will fluctuate.
The Simple Average (blue line) is using a 2 bar
parameter. The parameters for the two averages in the
Ergodic (cyan line) are 26 and 3. |