Le vendredi 30 septembre 2011 à 22:32:36, Niek van den Berg a écrit :
>On Monday 26 September 2011 16:19:32 you wrote:
>> Or maybe not.  I think what Yves has accomplished is automatic
>> "compression" of the time stream in examples such as the one I used
>> previously.
>
>Automatic compression, sounds interesting. Can I find some more information
>about this or can you give hint where I have to look?
>
I don't think I ever implemented any sort of "compression".
Are you talking of displaying the repeated segments in notation ?
I see it rather as an expansion than as a compression.

>However maybe the new linked segments may help. Imaging a composition with
>segments
>
>A - B - A - C
>
>and the A segments are linked segments. This can be noted as
>
>|: A | B (ending 1) :| C (ending 2) |
>

That's this precise idea which drove me to work on the linked segments.
The actual display of the repeated segments should only be a first step toward 
this goal. (But as this first step took me one year there is a very long way to 
go still...)


>In an example
>
>A - B - C - D - B - E
>
>the second B segment could be noted as a dal segno. However this requires a
>segno symbol on the barline between segments A and B. And because the
>symbols have a negative subordering the segno must be place in segment B
>but then it will appears in the second B segment too.
>At the end of the second B segment we need a "DS al Coda" but we can have a
>such direction in both segments B or not at all.

There should not be any real problem here.
Ian developped linked segments to allow them to add some transformation (for 
example tranposition) to the master segment.
This can only be done if segments have shared properties (for example the list 
of events with relative pitches) and local unshared properties (for example 
the transposition).
So it should be possible to define the segno as a local event which resides in 
a linked segment without being duplicated in the others.


Yves

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