We are using TeeChart 6.01
Smoothing works great when smoothing only a few points in a graph. However, in our application each series consists of more than 3200 points. We need to smooth these series lines without interpolation and a smoothing factor of 5. I have noticed that for some reason, when the source series line is smoothed, the resulting series never has more than 601 points. This means that the maximum number of points we can have in our source series is 120 points (since 120 points multiplied by smoothing factor of 5 equels 600 points). I hope my explanation is clear enough so that you can grasp what I'm trying to say.
Why is it that the resulting smoothed series can only consist of a maximum of 601 points? A possible way around this problem is the fact we potentially only need to smooth about 25% of the points due to the nature of the data. But I need some assistance doing this though.
Any help will be greatly appreciated!
Problem with Smoothing function

 Newbie
 Posts: 6
 Joined: Sat Sep 06, 2003 4:00 am
 Location: South Africa
Smoothing
Yeah indeed the smooth function is working fine also for my case, I encountered the same problem as you, in my case only 250 points can be smoothed. When using more points the control doesn’t function anymore.
Maybe you can explain to me how you are able using more than 250 points.
Maybe you can explain to me how you are able using more than 250 points.

 Newbie
 Posts: 6
 Joined: Sat Sep 06, 2003 4:00 am
 Location: South Africa
The number of points you can smooth properly depends on the number of source series points multiplied by the smoothing factor. For example, if I have 20 points in my source series and my smoothing factor is 4, the resulting smoothed series would consist of 80 points (20 * 4) and that works fine. If I have 100 points in my source series and the smoothing factor is 4, the resulting smoothed series is 400 points which is still fine. 150 points and smoothing factor of 4 is also still fine because it doesn't go over 600 smooth points.
However, for some reason, if I for example have, say 200 points in my source series and a smoothing factor of 4, you would expect the smoothing to contain 800 points, but it doesn't, it still only has 600 points. Or if I have 100 source points and a smoothing factor of 10, you would expect 1000 smoothing points, but it stays at a maximum of 600 points. It's almost as if the BSpline based Smoothing function can not calculate a smoothing line which consists of more than 600 points.
Very weird indeed.
However, for some reason, if I for example have, say 200 points in my source series and a smoothing factor of 4, you would expect the smoothing to contain 800 points, but it doesn't, it still only has 600 points. Or if I have 100 source points and a smoothing factor of 10, you would expect 1000 smoothing points, but it stays at a maximum of 600 points. It's almost as if the BSpline based Smoothing function can not calculate a smoothing line which consists of more than 600 points.
Very weird indeed.

 Newbie
 Posts: 6
 Joined: Sat Sep 06, 2003 4:00 am
 Location: South Africa

 Newbie
 Posts: 27
 Joined: Sat Dec 06, 2003 5:00 am
 Location: baltimore
the function is actually called smoothing spline, which is a cubic spline solver plus some smoothing minimization scheme. It's really good if you don't care about the orientation or condition of the end points of the curve.
But the method is very expensive due to its global scheme. IMHO, lots of local schemes are as good as spline considering the accuracy, and lot better considering the efficiency. "Moving Average" is one basic example.
Check SavitzkyGolay Smoothing ( very easy implementation).
Fang
Best regards
But the method is very expensive due to its global scheme. IMHO, lots of local schemes are as good as spline considering the accuracy, and lot better considering the efficiency. "Moving Average" is one basic example.
Check SavitzkyGolay Smoothing ( very easy implementation).
Fang
Best regards