One for the math/stats buffs.
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Yeah, a but much for a simple charting app. Why a low pass, by the way?
Anti aliasing. If you just down-sample all the values could be wrong, if you put them trough a low-pass filter it would be much better, and you would be guaranteed not to get only zeros. http://dali.feld.cvut.cz/ucebna/matlab/toolbox/signal/decimate.html[^]
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I have a range of values (voltage) over time (thousands of minutes, one value per minute). I am trying to chart these. Determining the length of my Y axis is quite a problem for me. If I take a minimum and maximum, and use that as the axis height, one or two zero values result in all the others being scrunched up at the top of the chart. If I remove zeroes, it looks much better, and for a chart, they aren't very important, I'll give all real values in a tabular report. What I would like to do is determine the average height of the band of data points, sort of the space between the moving average of the low points and that of the heigh points. I figure to do that, I would need a median series, so I could determine a smoothed series of points above and below median, and make my Y axis 's' higher and 's' lower than those. How do people normally do this?
I would post a question in the Algorithms forum here on CodeProject.
« I had therefore to remove knowledge, in order to make room for belief » Immanuel Kant
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I have a range of values (voltage) over time (thousands of minutes, one value per minute). I am trying to chart these. Determining the length of my Y axis is quite a problem for me. If I take a minimum and maximum, and use that as the axis height, one or two zero values result in all the others being scrunched up at the top of the chart. If I remove zeroes, it looks much better, and for a chart, they aren't very important, I'll give all real values in a tabular report. What I would like to do is determine the average height of the band of data points, sort of the space between the moving average of the low points and that of the heigh points. I figure to do that, I would need a median series, so I could determine a smoothed series of points above and below median, and make my Y axis 's' higher and 's' lower than those. How do people normally do this?
Can you exclude the zeroes as 'out-of-statistic' or are they just 'the interesting pieces of data in the data set'?
THESE PEOPLE REALLY BOTHER ME!! How can they know what you should do without knowing what you want done?!?! -- C++ FQA Lite
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I have a range of values (voltage) over time (thousands of minutes, one value per minute). I am trying to chart these. Determining the length of my Y axis is quite a problem for me. If I take a minimum and maximum, and use that as the axis height, one or two zero values result in all the others being scrunched up at the top of the chart. If I remove zeroes, it looks much better, and for a chart, they aren't very important, I'll give all real values in a tabular report. What I would like to do is determine the average height of the band of data points, sort of the space between the moving average of the low points and that of the heigh points. I figure to do that, I would need a median series, so I could determine a smoothed series of points above and below median, and make my Y axis 's' higher and 's' lower than those. How do people normally do this?
I use Nplot for charting: http://netcontrols.org/nplot/wiki/[^] It has the source too if you want to look under the hood.
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I have a range of values (voltage) over time (thousands of minutes, one value per minute). I am trying to chart these. Determining the length of my Y axis is quite a problem for me. If I take a minimum and maximum, and use that as the axis height, one or two zero values result in all the others being scrunched up at the top of the chart. If I remove zeroes, it looks much better, and for a chart, they aren't very important, I'll give all real values in a tabular report. What I would like to do is determine the average height of the band of data points, sort of the space between the moving average of the low points and that of the heigh points. I figure to do that, I would need a median series, so I could determine a smoothed series of points above and below median, and make my Y axis 's' higher and 's' lower than those. How do people normally do this?
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I use Nplot for charting: http://netcontrols.org/nplot/wiki/[^] It has the source too if you want to look under the hood.
Looks like that project has been abandoned for some time.
The difficult we do right away... ...the impossible takes slightly longer.
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Looks like that project has been abandoned for some time.
The difficult we do right away... ...the impossible takes slightly longer.
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OxyPlot. It's really quite good looking at their examples,but documentation is dismal.
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Can you exclude the zeroes as 'out-of-statistic' or are they just 'the interesting pieces of data in the data set'?
THESE PEOPLE REALLY BOTHER ME!! How can they know what you should do without knowing what you want done?!?! -- C++ FQA Lite
It gets quite sweet when I exclude the zeroes. The chart then spreads across the Y axis nicely.
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I use Nplot for charting: http://netcontrols.org/nplot/wiki/[^] It has the source too if you want to look under the hood.
Doesn't look like it does WPF though. OxyPlot also provides source, and operates on most .NET platforms.
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It gets quite sweet when I exclude the zeroes. The chart then spreads across the Y axis nicely.
I see. But what is the physical reason of such zeroes (e.g. spurious measure values, ...) ?
THESE PEOPLE REALLY BOTHER ME!! How can they know what you should do without knowing what you want done?!?! -- C++ FQA Lite
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I see. But what is the physical reason of such zeroes (e.g. spurious measure values, ...) ?
THESE PEOPLE REALLY BOTHER ME!! How can they know what you should do without knowing what you want done?!?! -- C++ FQA Lite
Maybe that, maybe power outages. We get zero volts in the house quite frequently.
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I have a range of values (voltage) over time (thousands of minutes, one value per minute). I am trying to chart these. Determining the length of my Y axis is quite a problem for me. If I take a minimum and maximum, and use that as the axis height, one or two zero values result in all the others being scrunched up at the top of the chart. If I remove zeroes, it looks much better, and for a chart, they aren't very important, I'll give all real values in a tabular report. What I would like to do is determine the average height of the band of data points, sort of the space between the moving average of the low points and that of the heigh points. I figure to do that, I would need a median series, so I could determine a smoothed series of points above and below median, and make my Y axis 's' higher and 's' lower than those. How do people normally do this?
Use either a Venn diagram, a pie chart, or a swim-lanes chart, because those three are, without a doubt, the most incredibly useful and versatile charts that have ever been invented and will ever be invented.
I wanna be a eunuchs developer! Pass me a bread knife!
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OxyPlot. It's really quite good looking at their examples,but documentation is dismal.
Neat. took a look, but did see any way to implement the low pass filter idea....you could implement outside the livrary by averaging the previous 10 readings (1-10)- or whatever value you like....the greater, the smoother- values to average, then 2-11 etc. I had a several day temperature test that had the occasional dropout/communication error that resulted in a similar waveform, everything scrunched at the top and spikes to 0. In that volume of air, there is no way it could spike like that, so it was a realistic solution....if your voltages are similar it might be a solution...or it could mask a real problem..... Ken
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I have a range of values (voltage) over time (thousands of minutes, one value per minute). I am trying to chart these. Determining the length of my Y axis is quite a problem for me. If I take a minimum and maximum, and use that as the axis height, one or two zero values result in all the others being scrunched up at the top of the chart. If I remove zeroes, it looks much better, and for a chart, they aren't very important, I'll give all real values in a tabular report. What I would like to do is determine the average height of the band of data points, sort of the space between the moving average of the low points and that of the heigh points. I figure to do that, I would need a median series, so I could determine a smoothed series of points above and below median, and make my Y axis 's' higher and 's' lower than those. How do people normally do this?
What you might want to do is outlyer detection, and just encode those results with some kind of symbol on the chart like a red line or something like that. Or, as others have said, just drop them and leave them as gaps. Also, you can compute the median and standard deviation for your series, and then just plot everything within a few standard deviations of the median, which should be pretty close to the same thing.
Curvature of the Mind now with 3D
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What you might want to do is outlyer detection, and just encode those results with some kind of symbol on the chart like a red line or something like that. Or, as others have said, just drop them and leave them as gaps. Also, you can compute the median and standard deviation for your series, and then just plot everything within a few standard deviations of the median, which should be pretty close to the same thing.
Curvature of the Mind now with 3D
How do I calculate the median. That would be a straight line - I want a 'median' between lows and highs that moves up and down with the lows and highs. I suppose I could do it point for point and calculate a median curve.
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How do I calculate the median. That would be a straight line - I want a 'median' between lows and highs that moves up and down with the lows and highs. I suppose I could do it point for point and calculate a median curve.
Ok, that gets into how you display the data. For a single static graph, I'd do it for the entire graph. That would give the bounds for the entire image. If I was calculating a rolling average, I'd plot that as a curve overlay on top of the existing data. Check out various stock charts for that kind of visualization. To calculate a rolling average, you just assign a window to each point, for example the last 30 data points and calculate the statistics on that window. The trick is really to use a window that makes sense for the underlying data.
Curvature of the Mind now with 3D
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How do I calculate the median. That would be a straight line - I want a 'median' between lows and highs that moves up and down with the lows and highs. I suppose I could do it point for point and calculate a median curve.
Also, if the y scale varies across the width of the graph according to the data, that is going to be very difficult to interpret, as you will be "straightening" out the data and none of the variation will be absolute. Sometimes it's just easier to us a log scale for wildly varying data.
Curvature of the Mind now with 3D
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Also, if the y scale varies across the width of the graph according to the data, that is going to be very difficult to interpret, as you will be "straightening" out the data and none of the variation will be absolute. Sometimes it's just easier to us a log scale for wildly varying data.
Curvature of the Mind now with 3D
It's not at all widely varying. It's mains voltage over the day, and most samples vary by7 a few volts on 240V. It's juts a very few funny points that I think I will just ignore. You can't really depend ona graph as an accurate source of data, and I have a report of all the exact values.
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Ok, that gets into how you display the data. For a single static graph, I'd do it for the entire graph. That would give the bounds for the entire image. If I was calculating a rolling average, I'd plot that as a curve overlay on top of the existing data. Check out various stock charts for that kind of visualization. To calculate a rolling average, you just assign a window to each point, for example the last 30 data points and calculate the statistics on that window. The trick is really to use a window that makes sense for the underlying data.
Curvature of the Mind now with 3D
By a window, you mean calculate the average low for 30 points, the same for high, and the mean of those is one point in your running central mean curve?
