Le samedi 11 août 2007 à 13:07 +0100, peter murray-rust a écrit :
> At 10:30 11/08/2007, Carsten Niehaus wrote:
> >Am Samstag, 11. August 2007 11:08:03 schrieb Jean Bréfort:
> > > Hi,
> > >
> > > I have finished my work on space groups, and checked the result. I am
> > > sure that each group description is actually describes a group. There
> > > might be some typos in groups names, but this is quite improbable.
> >
> ><snip>
> >
> > > My work is available at http://jean.brefort.free.fr/space-groups.xml
> > > (300k) and I am proposing it for inclusion in BODR.
> >
> >I would love to see that dataset in BODR! I 
> >checked some groups and everything
> >looks fine. Great work!
> 
> Thanks very much.  This is very useful. We have 
> some code in JUMBO that checks for group 
> consistency and will hope to find some time to check this.

I wrote a test program using code I'll add to OpenBabel, and already
checked the consistency of the data (just that the list of transform is
a group, not the Hall or HM names). There should be no error left.

> Most modern CIFs contain full symmetry operators. 
> But there are many cases - e.g. in the COD - 
> where only a name is given. If this is a Hall 
> group it should allow us to look it up from your 
> table. But with the H-M descriptions there is 
> sometimes irresolvable ambiguity (e.g. P21/a 
> could have unique axis b or c. The cell 
> dimensions can usually help, but not always).

I know :-(

Jean
-- 
Jean Bréfort <[EMAIL PROTECTED]>


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