On 30 Oct 2012, at 22:30, Gustavo Gutierrez wrote:
> That means that conceptually there is only one space as described in CTM. 
> Internally that space contains a gecode space that is in charge of constraint 
> propagation. It is worth to say that gecode spaces are a specialization of 
> "mozart spaces" that are fine tunned for constraint programming. Both of them 
> were designed by Christian: computation spaces in "oz-light" are the ones 
> proposed in his PhD thesis and have been available in Mozart since the 
> beginning.

If a Gecode space is nested in a single Oz space, does that mean that you 
meanwhile decided to have the branching done by Gecode. In other words, 
branching/distribution strategies cannot be defined in Oz anymore?

Thanks! 

Best wishes,
Torsten

--
Dr Torsten Anders
Course Leader, Music Technology
University of Bedfordshire
Park Square, Room A315
http://www.torsten-anders.de

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