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typos, grammatical changes, and clarification requests #63
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Done
Done
Done
controversial sentences removed
Done
TimeSys multiplicty set to one.
reference replaced with contains
Done: refer to a vocabulary, no longer to Obscore
done
done (label optional)
Description made optional
The frame refers to the space frame whereas the serialization refers to the way the shape is serialized (MOC...). I agree that the serialization can include the frame and thus the latest has to been made optional |
I don't understand.. the enumeration SpaceFrame is defined in the document and vo-dml/xml, but it is not used anywhere. It is an orphaned object. |
There is a ShapeSerialization enumeration but no SpaceFrame. ARe you looking a a recent version? |
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There is a ShapeSerialization enumeration but no SpaceFrame. ARe you looking a a recent version? |
Sorry.. typo in the last message, but not the original. ShapeFrame is an orphaned object. |
Ok, I's an orphaned, it has been replaced with mango:ShapeSerialization |
I'm hoping one issue for the set is OK.. I don't expect any of them should spark too much controversy.
But, of course, that stems from my impression that 'PhysicalProperty', ‘Status’, ‘Label’, ‘Shape’, ‘Color’, ‘DataLink’ represent different classes of Property rather than individual Properties. (Mango can’t possibly include the thousands of individual properties identified by the use cases).
1) Single Object by Row
2) Scattered Independent Quantities
I think the distinction is that 1) would include a MangoObject, and 2) would just be a collection of Property?
And then the MIVOT part is describing what the annotation would be like for each of the above approaches
REQUEST: could you make the connection more clear? maybe using the same label to match them. eg: “Single Object per Row:” =>? “MANGO as a Global View:”
This is not correct. The meas. model says that it uses Point for the coordinate to allow representations other than the usual velocities in Lon/Lat.. for example Polar coordinates. This is for the case that was described to me as ProperMotion described as velocity and angle in polar coordinates centered at the Position… which would be a fairly complicated Coordinate Space to describe.
for example, could one provide the description for the ‘set of associated properties’ in the primary property, and not provide descriptions in the associated ones?
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