Program for Linear and Polynomial Fit - Mensajes
#21 Publicado: 11/12/2019 13:31:21
Hope this document will tranquilize visitors/users !
Jean.
If that's what you think.
#22 Publicado: 11/12/2019 19:05:16
If that's what you think.
Does it work for you ... SS 7251 users please confirm ?
#23 Publicado: 11/12/2019 21:25:41
If that's what you think.
Does it work for you ... SS 7251 users please confirm ?
Hello Jean
Yes, It works
Carlos
#24 Publicado: 12/12/2019 0:09:00
Originally Posted by: MarB [url=/forum/yaf_postsm60156_Program-for-Linear-and-Polynomial-Fit.aspx#post60156][/url]If that's what you think.
Does it work for you ... SS 7251 users please confirm ?
It works. Thank you MarB.
Look within!... The secret is inside you.
Best Regards
Eng. NDTM Amarasekera - Sri Lanka
#25 Publicado: 12/12/2019 7:41:20
That's my solution
- to separate the functions from matrix building,
- to use vectorize for speed
Apparently, the function f(#x):=1 if n=0 has a problem?. Or is it redundant?
For values n>0, the "otherwise" condition yields correct results irrespective of values in "if" condition.
Please check.
Look within!... The secret is inside you.
Best Regards
Eng. NDTM Amarasekera - Sri Lanka
#26 Publicado: 12/12/2019 7:53:51
Hi,
just put the 1 into a 1x1 matrix. That's all.
(And if you want to use units with the X Vector, just remove the eval and evaluate symbolically.)
just put the 1 into a 1x1 matrix. That's all.
(And if you want to use units with the X Vector, just remove the eval and evaluate symbolically.)
That's my solution
- to separate the functions from matrix building,
- to use vectorize for speed
Apparently, the function f(#x):=1 if n=0 has a problem?. Or is it redundant?
For values n>0, the "otherwise" condition yields correct results irrespective of values in "if" condition.
Please check.
#27 Publicado: 12/12/2019 10:21:08
just put the 1 into a 1x1 matrix. That's all.
Hi
Still the same error when n=0.
Better if you can post the SM file please.
Look within!... The secret is inside you.
Best Regards
Eng. NDTM Amarasekera - Sri Lanka
#28 Publicado: 12/12/2019 11:21:42
Sorry, I didn't realize, that vectorize behaves unexpectedly (to me), when the function does not include 'x'.
So I changed f to f(x):=[1+0*x] and now it works. The file is attached.
PolyFit.sm
I would expect the results of g and h to be the same, and to be a 3 items long vector.
So I changed f to f(x):=[1+0*x] and now it works. The file is attached.
PolyFit.sm
I would expect the results of g and h to be the same, and to be a 3 items long vector.
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sergio 12/12/2019 16:13:00
#29 Publicado: 12/12/2019 11:49:54
Hi
Now I get same results as yours.
But the result (19.0833) of the Polyfit() function when n=0 ----> Does it have any meaning?
I have no idea. I was only testing it for all possible conditions..
Cheers MarB.
Note: Incidentally, 19.0833 happens to be the Mean of Y vector.
Now I get same results as yours.
But the result (19.0833) of the Polyfit() function when n=0 ----> Does it have any meaning?
I have no idea. I was only testing it for all possible conditions..
Cheers MarB.
Note: Incidentally, 19.0833 happens to be the Mean of Y vector.
Look within!... The secret is inside you.
Best Regards
Eng. NDTM Amarasekera - Sri Lanka
#30 Publicado: 12/12/2019 13:06:39
IMHO ... no need to complicate matters.
Modular design is easier to fix.
More automated is OK if you intend to poly for the entire Planet.
PolyFit (2).sm
Modular design is easier to fix.
More automated is OK if you intend to poly for the entire Planet.
PolyFit (2).sm
#31 Publicado: 12/12/2019 15:12:19
...
But the result (19.0833) of the Polyfit() function when n=0 ----> Does it have any meaning?
I have no idea. I was only testing it for all possible conditions..
...
Hi. This is in case you want to interpolate with an horizontal line.
PolyFit.sm
PolyFit.pdf
Best regards.
Alvaro.
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sergio 12/12/2019 16:12:00
#32 Publicado: 12/12/2019 15:15:52
Thank you, Alvaro.
Look within!... The secret is inside you.
Best Regards
Eng. NDTM Amarasekera - Sri Lanka
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