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tzishi
Posted : Thursday, February 12, 2015 1:26:40 PM
Registered User
Joined: 9/20/2014
Posts: 6

Hi,

I would like to know if there is a PCF formula that allows me to workout the steepness of the difference between moving averages e.g (21EMA - 34EMA). Basically I am trying to workout the first derivative of an indicator that tracks the difference between moving averages. I would like the output to be a number, e.g. 2, 1.5, 1, . Which would allow me to make comparison across different stocks.

Many Thanks in advance

Bruce_L
Posted : Thursday, February 12, 2015 1:44:51 PM


Worden Trainer

Joined: 10/7/2004
Posts: 65,138

So just the change in 21EMA - 34EMA between the previous and the current bar?

(13 * C - 35 * XAVGC21.1 + 22 * XAVGC34.1) / 385

Or maybe the following as it easier to modify.

XAVGC21 - XAVGC34 - XAVGC21.1 + XAVGC34.1

The first one should be slightly more efficient.



-Bruce
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tzishi
Posted : Friday, February 13, 2015 7:29:04 AM
Registered User
Joined: 9/20/2014
Posts: 6

Hi Bruce,

Thank you so much for the equation. 

As for the first equation, if i where to apply it to (2EMA - 8EMA) between the previous and current bar.

Would it be (6 * C - 9* XAVGC2.1 +3*XAVGC8.1) / 385? If not could you provide the correct equation.

Once again thank you so much for your help

Kind Regards

 

 

 

Bruce_L
Posted : Friday, February 13, 2015 10:11:20 AM


Worden Trainer

Joined: 10/7/2004
Posts: 65,138

It would actually be:

(2 * C - 3 * XAVGC2.1 + XAVGC8.1) / 4.5

Not sure if that is better than the following or not.

(4 * C - 6 * XAVGC2.1 + 2 * XAVGC8.1) / 9

The difference equation for exponential moving averages can be expressed as follows.

XAVGCP = a * XAVGCP1 + (1 - a) * C

Where:

a = (P - 1) / (P + 1)

So what I'm doing is expressing this using the moving averges.

XAVGC2 - XAVGC8 - XAVGC2.1 + XAVGC8.1

And then replacing XAVGC2 with a version created from XAVGC2.1 and C and replacing XAVGC8 with a version created from XAVGC8.1 and C. This allows us to use two EMAs in the formula instead of four EMAs and three terms instead of four terms.

(XAVGC2.1 + 2 * C) / 3 - (7 * XAVGC8.1 + 2 * C) / 9 - XAVGC2.1 + XAVGC8.1

(9 * XAVGC2.1 + 18 * C - 21 * XAVGC8.1 - 6 * C - 27 * XAVGC2.1 + 27 * XAVGC8.1) / 27

(12 * C - 18 * XAVGC2.1 + 6 * XAVGC8.1) / 27

(4 * C - 6 * XAVGC2.1 + 2 * XAVGC8.1) / 9

(2 * C - 3 * XAVGC2.1 + XAVGC8.1) / 4.5



-Bruce
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tzishi
Posted : Friday, February 13, 2015 1:19:55 PM
Registered User
Joined: 9/20/2014
Posts: 6

Bruce,

I am indebted to you. I will take time to go through your equation.

Many Thanks

Tino

Bruce_L
Posted : Friday, February 13, 2015 1:57:51 PM


Worden Trainer

Joined: 10/7/2004
Posts: 65,138

You're welcome.



-Bruce
Personal Criteria Formulas
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