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SIGNAL: LSS_New_II
This is an application that calculates the model
behavior of price action of a market and simulates trading based on values that
are claimed to represent valid LSS entry and exit points. These claims by
George Angell were found in an advertising piece he distributed and seemed to
have great validity.
The actual model trading signals are derived by
measuring the computed LSS Values against a multiple of LSS rate of change (ONE
BAR) which is multiplied by a selected value.
Also, (if desired) a "trend"
indicator taken from XAverage2 can be used to select the direction of a
trade and if not the same as the LSS value then the trade is not called for.
Exits or reverses on an N day test if losing. Can be
set to reverses (if selected) if closing price is below/above an exit moving average on selected day after entry.
The system also includes code which allows the model
to "take profit" at a certain dollar value or a multiple of a 14 bar
average true range.
Determination of optimum parameters is important for
whatever market is being simulated.
An approach which the author has found to be
reasonable is:
First: Set
the following parameters to zero (0):
MaxDays (0), LengXitA(0),
BadStop(0), MaxCont(0), TakProf@(0).
AND SET
ExitEOD (FALSE) yes,
False.
Second: In a
single run optimize the following parameters with indicated ranges:
LengLSS(2-9,1)
LengSMO(1-7,1)
LengPSMO(1-3,.5), LSSDvMul(0-2,.25);
After this run then you can "play around"
with the values for the parameters you originally set to zero.
Author:
Clyde Lee, Copyright 2000-2003,
SYTECH Corporation
This system exclusively for Licensees.
See
www.theswingmachine.com for order information
This is a licensed copyrighted product.
Any person who has not obtained this product by
making a proper payment to SYTECH Corporation through the
www.theswingmachine.com web site and PayPal is in violation of federal
copyright laws and subject to fines and possible jail terms.
DISCLAIMER:
The information contained in this .ela file and or
information that may result from applying this
.ela to any set of data are for
educational purposes for examination of possible approaches to a market trading
methods.
The information may be applicable to assist the user
in developing indicators that might be used as guides for market timing but all
of the information contained herein is strictly for educational purposes.
The author advises that if this .ela is applied to
any stock and or commodity time/price series, the indicated orders from such
application are strictly for purposed of demonstrating the principles outline
herein.
Clearly the author cannot accepts any liability
whatsoever for results that might occur should you use these "educational
demonstration orders" for actual trading purposes.
The information which will be presented upon
application of this .ela is in no way a
representation to buy or sell securities, bonds, options or futures.
This information is not intended to be used as the
basis of any investment decisions, nor should it be construed as advice
designed to meet the investment needs of any particular investor.
The instructional examples which arise from the
application of this .ela are for
educational purposes only and the past performance of the methods used to
construct the examples are not necessarily representative of future behavior of
the model.
Remember, this is STRICTLY a mathematical model of a
potential method of market activity and in no way should be construed as a
recommendation of any activity in any market.
ALWAYS CHECK WITH YOUR LICENSED FINANCIAL PLANNER, ADVISOR, OR BROKER BEFORE TAKING ANY KIND OF INVESTMENT ACTIVITY.
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Determining the parameters for the market model is
critical to the proper operation of the model for guidance in how a strictly
mechanical market trading model will work.
Examine closely the information presented earlier on this subject.
The following is the frontend documentation which is
a part of the .ela that
is titled LSS_New_II .
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Inputs:
LengLSS(6), {One of 2 TP detection
parameters }
{for daily data range
= 2 to 9 }
{set negative to do
reverse signals }
LengSMO(5), {Smoothing of prices to use in above }
{range for daily data
is 0 to 5 }
LengPSMO(1), {Smoothing of price before compute. }
{Range of values is 0
to 4 in .5 incur }
{You ain't going to
believe the effect }
LSSDvMul(1.2); {A multiplier for the LSS derivative }
{to be used as a
crossover filter to }
{determine trade
points. }
{Range is 1 to 4 in
steps of .1 or so }
Input: MaxDays ( 0), {Max days before evaluating if in a }
{losing position and
if so reverse if }
{this value is
negative otherwise quit.}
{If MaxDays<1 then
MaxDays*100 is used }
{and exit is based on
moving average. }
{Pretty complicated
but generally just }
{a value of -4 to -7
and zero on next }
{will work. }
LengXitA(0); {Length for moving average to check for}
{reversal to occur if MaxDays negative }
{Typically use from 2
to 5 }
Inputs:
BadStop(0), {Disaster stop to run
with days stops }
MaxCont(2), {Maximum number of contracts to trade. }
{This works with following parameter. }
TakProf@(0); {Either a dollar amount (TPA<0) of a }
{multiplier for ATR14
to set point at }
{which to take a
profit. Must trade }
{at least 2 contracts for this to work.}
Inputs: ExitEOD(False); {Set for day trading }
Now we are going to examine the “optimization” process in considerable detail on a stock.
This
procedure is generally applicable to any stock or commodity that one would like
to examine the potential behavior of this market mode. This is to be accomplished by use of a
series of “pictures” captured from TS2000i screen as the procedure was
executed.







