Hi Michael,
Please help me with a new problem I'm trying to solve.
I want to compute a new relative strength (RS) function on all the stocks that are currently trading.
I think the current definition of RS is obsolete, and we could do much better.
The computation is to be updated every minute of the trading day.
The Relative Strength (RS) function is meant to rank the momentum of all the stocks.
The top of the RS ranking list are stocks that are moving up under buying pressure,
and likewise, the stocks at the bottom of the list are under selling pressure.
I propose the following new data that could go into the RS function:
pc: A vector containing the percent change of "vwap" since the open of the market.
v1: A vector containing the percent volume change since yesterdays close.
rs: A regression spline curve fitted through the "pc" data points.
d1: A vector containing the first derivative of the "rs" curve.
w1: The number of time intervals (looking backwards) that "d1" is positive (width).
h1: Maximum height of "w1".
a1: Integral of "d1" (area).
slope1: Last value of the "rs" curve, i.e. the current slope of "rs".
d2: Second derivative of the "rs" curve.
.
.
etc.
For example, if d1 has been positive for the last 30 minutes (w1 == 30) then a1 is the area
under the d1 curve for the last 30 minutes. If slope1 > 0, then the stock is still moving higher.
In my experiments, I am encouraged by the use of these derivative terms as a pattern recognition filter.
What is missing is a model of the strength of the pattern.
We then have: RS = f(pc,v1,rs,d1,w1,a1,slope1,d2,…)
The problem I need help with is how to model the ranking with Eureqa.
Please suggest what the Eureqa Target Expression should be.
I will gladly share the results of this work.
Charles Brauer
Cypress Point Technologies, LLC
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