Andreas, OK, I will defer edits on this issue pending your proposal and any action by the TC. Thanks! Hope you are having a great day! Patrick On 11/08/2011 04:16 PM, Andreas J. Guelzow wrote: On Mon, 2011-11-07 at 13:36 -0700, Patrick Durusau wrote: Andreas, On 11/03/2011 04:36 PM, Andreas J. Guelzow wrote: <snip> I wasn't as confused as I thought. That's always a comfort. ;-) A small bug in the current development version of Gnumeric hid some of the interpolation methods implemented there. So I will be proposing a few more methods: * Cubic spline interpolation with parabolic limits. * Cubic spline interpolation with cubic limits. * Cubic spline interpolation with fixed derivatives at both ends. Rather than adding more attribute values to the chart:interpolation attribute, I believe it would be cleaner (and more in the spirit of the already existing chart:spline-* attribute) to use secondary attributes chart:spline-limits, chart:spline-limits-start, chart:spline-limits-end that would modify the cubic-spline interpolation already provided in ODF 1.2. To confirm before you enter them in JIRA: chart:spline-limits chart:spline-limits-start chart:spline-limits-end Valuetype = ? Until the proposal is finished, I don't think I am sure which value types will be the most appropriate. chart:spline-limits-start/end are probably going to be expressions that shall evaluate to a number. chart-spline-limits will be some kind of enumeration. What do we have to reference in current 20:26? (I know it is probably obvious but we should not simply say: apply to 20:26 as appropriate.) In 20.26 this would not affect the text for the step functions but it will change the limit handling in the cubic splines. On prose for these attributes, let's avoid: 20.51 If the chart:spline-resolution attribute has value 1 this is identical to the chart:interpolation attribute value none. That is really awkward and I am not altogether sure it is necessary. I am not sure why that sentence is preceded by "20.51" (that's the section describing "chart:spline-resolution".) The purpose of that sentence is intended to provide a definition for b-spline (and cubic-spline) in the case of the resolution 1. Of course one could omit that sentence since in the case resolution == 1 the described method yields the same result as using method none. Unless we mean to bind the value of chart:spline-resolution to chart:interpolation? That is if chart:spline-resolution> 1 then chart:interpolation *cannot* have the value of none? Gnumeric also provides: * Closed Bezier cubic spline interpolation. Since this is not really a proper "interpolation" method, I am not sure this would be appropriately added here unless other implementations provided a similarly closed interpolation. Other implementers? Anyone? My comment wasn't quite correct. The description of the cubic-spline method reflects the implementation in LibreOffice/OpenOffice: If the first and last data point are the same then a closed cubic spline is created otherwise an open one. In Gnumeric one would need to specify whether one wants a closed or open cubic spline, there is no automatic guessing of whether a closed or open spline is used. (Note that an "open" spline with the first and last data point the same simply has a corner at that point. This is something that may be expected by a user and provides a continuous behaviour as the last and first data point approach each other.) So I will make a proposal that allows both behaviours to be specified. Andreas -- Patrick Durusau
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