droberts518 |
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Friday, January 10, 2014 |
Tuesday, June 6, 2017 12:48:08 PM |
9 [0.00% of all post / 0.00 posts per day] |
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QUOTE (StockGuy)
I can't get it to calculate in version 12.6. The server is probably rejecting it due to the amount of time it takes to run the calculation. Longest PCF I've ever seen
Also, I should point out that the error handling in TC2000 leaves something to be desired. It sort of goes out to lunch, requiring a "Force Quit" on my Mac (TC2k 12.5.5588.blah) after I try to input this. The only error is provides is "Formula Error," which is the same thing it gives for formulas that won't parse correctly (are malformed). If it really can't handle the length or the run-time, it should say that.
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QUOTE (StockGuy)
I can't get it to calculate in version 12.6. The server is probably rejecting it due to the amount of time it takes to run the calculation. Longest PCF I've ever seen
Again, the irony here is that TC2000 increases its own calculation time by not having a strong programming language. Even if there were simple variables that could store subexpressions, this would be fairly quick. For instance, it's computing the average of the logs of the percentage gain from the start of the period over and over and over and over again, simply because there is no place to store this. If I could stuff it off in a variable and reuse it, similar to what I do in my pseudo-language with "ybar," it would save SOOOOOOOO much time and space.
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QUOTE (busterram)
That is one of the biggest formula i have seen. Crazy
tc2000 need to enhance their software to support writing complext pcfs using real programming languages. The current one has advantages as well as several disadvantages.
Where does one even start to troubleshoot that with tc2000. Man
Exactly. Again, I think the formula itself is correct. If I change "n" to be 12, rather than 90, for example, I get something more managable and TC2000 accepts it and it calculates the right values. The only change would be the expansion of the sums.
The biggest problem here is that the K-Ratio requires the average of the normalized percentage gains, on a log scale. That's what all that "LOG((Cx/C89))" stuff is (the extra parenthesis are superflous and are there because of the way my program does subexpression optimization; it automatically wraps each subexpression in parenthesis to ensure it doesn't have problems with operator precedence, and then LOG wraps the whole thing in parenthesis, too). So, to compute the average, you can't simply say AVG(...) because of the LOG and the percentage calculation in there (the Cx/C89). Then, that average is subtracted from various quantities inside other sums, which requires you to repeat that whole long thing every single time.
The only thing I can think of here is that TC2000 is choking on the length of the whole thing. Perhaps it overflows its expression parser or evaluation engine or something.
Of course, the irony here is that TC2000 has such a weak language that it forces these huge expansions all the time to do anything meaningful.
Sigh...
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You can find a complete write-up of the Zephyr K-Ratio here:
The Zephyr K-Ratio
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BTW, here's the equivalent program in my own little language. The "to-cfl" call is a Clojure function call. Everything starting with the "let" is my own little pseudo-language the expands to the above CFL. Wouldn't it be nice if CFL just worked this way???
(to-cfl '(let [n 90
xbar (/ (sum i 0 (- n 1) i) n)
ybar (/ (sum j 0 (- n 1) (ln (/ (c (- n 1 j)) (c (- n 1))))) n)
sum-x-xbar-sq (sum l 0 (- n 1) (pow (- l xbar) 2))
sum-x-xbar*y-ybar (sum k 0 (- n 1) (* (- k xbar)
(- (ln (/ (c (- n 1 k))
(c (- n 1))))
ybar)))
slope (/ sum-x-xbar*y-ybar sum-x-xbar-sq)
stderr (sqrt (/ (- (sum i 0 (- n 1) (pow (- (ln (/ (c (- n 1 i))
(c (- n 1))))
ybar)
2))
(/ (pow sum-x-xbar*y-ybar 2)
sum-x-xbar-sq))
(* (- n 2) sum-x-xbar-sq)))]
(/ slope stderr)))
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OK, so I'm trying to create a 90-day K-Ratio indicator. I finally had to write another little program in Clojure to help me create this, otherwise it probably wouldn't have been possible. When I paste this into the CFL code window in the PCF indicator, I get a "Formula Error." I know the program that creates the formula is correct and have tested it on shorter formulas (e.g., a 12-week K-Ratio). For whatever reason, however, this one causes issues. Does TC2000 have problems with long formulas?
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Sad that this question has been here for a couple weeks now with no official response from Worden. TC2000 has been a great tool for me, but I'm increasingly running up againt the limitations of CFL. While I can sometimes do what I want, the pain is outweighing the gain.
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Yes, Bruce, it seems like you're the primary victim in this tragedy. I see all the helpful answers you post when people can't figure out how to write the CFL. I constantly think to myself, "Bruce knows what he's doing, so that's probably as near-optimal as you can get, but wow, that's painful."
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Many of the posts in this forum are of the type: "How do I program <<indicator XYZ>> in CFL?" One of the Worden trainers then helpfully posts a 40-line CFL script to compute the indicator. That's great, but many of the indicators have relatively simple formulas, and yet they expand into this huge formula. Typically, it's a tortured mess of redundancy, computing intermediate results over and over again, with oodles and oodles of parenthesis wrapping complex sub-formulas, and computing data points for each bar going back in time individually.
Most of this is caused by two facts:
1. CFL doesn't have variables. You can't compute something once, stuff it in a variable, and then use it multiple times thereafter to simplify the formula. A CLF is literally a single formula with no sub-steps allowed. If you need to reference a complex calculation 27 times in your CFL, you'll need to type it 27 times.
2. CFL doesn't have loops. This makes CFL extremely painful when you want to compute something over a range of historical bars. While AVG, MIN, and MAX work over time, they all reduce to scalar values. For instance, there's no way to convert a range of closing prices to a log scale except by computing LOG on each closing price (e.g., LOG(C1), LOG(C2), LOG(C3)...). That's painful.
It seems like CLF has been kept simple on purpose. I assume that's because it's computed on the server side and a simple language without loops is quick to execute and doesn't risk infinite looping.
If that's true, I'm wondering if #1 could be solved. It seems like it would actually reduce server computation time to eliminate redundancies by computing intermediate results once and then reusing them throughout the remainder of the CFL.
Also, I'm wondering if array operators, similar to what Amibroker uses, could help eliminate the needless loop unrolling that goes on today. Those would be bounded and would not loop.
Does Worden have any thoughts about implementing something like this?? Honestly, every time I approach writing a CFL for even a simple indicator, I get queasy because I know it's going to expand into a huge amount of "goop" that is difficult to understand and debug.
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