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Registered User
Joined: 10/7/2004
Posts: 80
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Is it possible to create Premier Stochastic indicator in TC2000 v11, which is available in StockFinder?
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Worden Trainer
Joined: 10/7/2004
Posts: 65,138
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The following Personal Criteria Formula should match StockFinder's default settings of StochLength 8 and Period 25:
(EXP((.333559032545198 * (XAVG(STOC8.1.0,5) + 4 / 6 * (XAVG(STOC8.1.1,5) + 4 / 6 * (XAVG(STOC8.1.2,5) + 4 / 6 * (XAVG(STOC8.1.3,5) + 4 / 6 * (XAVG(STOC8.1.4,5) + 4 / 6 * (XAVG(STOC8.1.5,5) + 4 / 6 * (XAVG(STOC8.1.6,5) + 4 / 6 * (XAVG(STOC8.1.7,5) + 4 / 6 * (XAVG(STOC8.1.8,5) + 4 / 6 * (XAVG(STOC8.1.9,5) + 4 / 6 * (XAVG(STOC8.1.10,5) + 4 / 6 * (XAVG(STOC8.1.11,5) + 4 / 6 * (XAVG(STOC8.1.12,5) + 4 / 6 * (XAVG(STOC8.1.13,5) + 4 / 6 * (XAVG(STOC8.1.14,5) + 4 / 6 * (XAVG(STOC8.1.15,5) + 4 / 6 * (XAVG(STOC8.1.16,5) + 4 / 6 * (XAVG(STOC8.1.17,5))))))))))))))))))) - 50) / 10) - 1) / (EXP((.333559032545198 * (XAVG(STOC8.1.0,5) + 4 / 6 * (XAVG(STOC8.1.1,5) + 4 / 6 * (XAVG(STOC8.1.2,5) + 4 / 6 * (XAVG(STOC8.1.3,5) + 4 / 6 * (XAVG(STOC8.1.4,5) + 4 / 6 * (XAVG(STOC8.1.5,5) + 4 / 6 * (XAVG(STOC8.1.6,5) + 4 / 6 * (XAVG(STOC8.1.7,5) + 4 / 6 * (XAVG(STOC8.1.8,5) + 4 / 6 * (XAVG(STOC8.1.9,5) + 4 / 6 * (XAVG(STOC8.1.10,5) + 4 / 6 * (XAVG(STOC8.1.11,5) + 4 / 6 * (XAVG(STOC8.1.12,5) + 4 / 6 * (XAVG(STOC8.1.13,5) + 4 / 6 * (XAVG(STOC8.1.14,5) + 4 / 6 * (XAVG(STOC8.1.15,5) + 4 / 6 * (XAVG(STOC8.1.16,5) + 4 / 6 * (XAVG(STOC8.1.17,5))))))))))))))))))) - 50) / 10) + 1)
Understanding Stochastics
Cascades of Moving Averages
PCF Formula Descriptions
Handy PCF example formulas to help you learn the syntax of PCFs!
-Bruce
Personal Criteria Formulas
TC2000 Support Articles
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Registered User
Joined: 10/7/2004
Posts: 80
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Thank you. By the way, could you suggest how this long formula can be copied into a custom PCF indicator window in TC2000 v.11?
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Administration
Joined: 9/30/2004
Posts: 9,187
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Highlight the formula by clicking and dragging your mouse. Right-click and select Copy, then paste into the PCF editor using CTRL-V.
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Registered User
Joined: 1/3/2014
Posts: 36
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Bruce an you paste the formula for the premier full stochastic(14,3,3)
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Worden Trainer
Joined: 10/7/2004
Posts: 65,138
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I have no idea what a premier full stochastic would be. The premier stochastic oscillator specifies two periods. One is the period of the stochastic and the other is the square of the period of two exponential moving averages.
If you want are going to be using 2 x 3 period exponential moving averages then my best guess would be a premier stochastic oscillator 14,9.
TANH((.25022909 * (STOC14 + .5 * (2 * STOC14.1.1 + .5 * (3 * STOC14.1.2 + .5 * (4 * STOC14.1.3 + .5 * (5 * STOC14.1.4 + .5 * (6 * STOC14.1.5 + .5 * (7 * STOC14.1.6 + .5 * (8 * STOC14.1.7 + .5 * (9 * STOC14.1.8 + .5 * (10 * STOC14.1.9 + .5 * (11 * STOC14.1.10 + .5 * (12 * STOC14.1.11 + .5 * (13 * STOC14.1.12))))))))))))) - 50) / 20)
-Bruce
Personal Criteria Formulas
TC2000 Support Articles
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Registered User
Joined: 1/3/2014
Posts: 36
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the "premier stochastic " has been one of the most popular indicators in technical analyst.
Is is a normalized version that uses a DEMA.
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Worden Trainer
Joined: 10/7/2004
Posts: 65,138
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I know what a "Premier Stochastic" is. I read the article when article in S&C when it came out. I read through it again before writing up the formula I just posted.
I have no idea what a "premier full stochastic (14,3,3)" might be however.
The article introducing the "Premier Stochastic" specifies two periods. One period is the period of the raw stochastic. The other period is the square of the two exponential moving averages used to smooth the stochastic before normalizing it with an inverse fischer transform (not described as such in the article, but that is what the math described in the article is and does).
Note that it also doesn't actually use DEMA in the calculations. It just double smooths the stochastic with normal exponential moving averages before the normalization. I suppose some might consider this a double EMA as it is an EMA applied twice, but it certainly isn't of the zero lag DEMA variety most commonly associated with the term.
-Bruce
Personal Criteria Formulas
TC2000 Support Articles
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