Dear Paolo,
Thank you very much. I'll test this and revert to you.
Have a nice day.
Best regards,
Quoc-Tuan

> Le 10 mai 2020 à 13:09, Paolo Tosco <paolo.tosco.m...@gmail.com 
> mailto:paolo.tosco.m...@gmail.com > a écrit :
> 
> 
>     Dear Quoc-Tuan,
> 
>     I think I have come with a reasonably fast algorithm that seems to be
>     more robust:
> 
>     https://gist.github.com/ptosco/dc4d27153e6e8e45aed654761e4d7409
> 
>     Cheers,
>     p.
> 
>     On 06/05/2020 09:11, Quoc-Tuan DO wrote:
> 
>         > > Dear Paolo,
> > 
> >     > 
>         > > Thank you again for your code. Sorry for bothering you again. It 
> works
> >         all fine for monoterpenes but not for diterpenes, sesquiterpenes nor
> >         triterpenes.
> > 
> >     > 
>         > > pattern: C~C~C(~C)~C
> > 
> >     > 
>         > > mol1: 
> CC(=O)O[C@H]1CC[C@]2([C@H](C1(C)C)CC=C([C@@H]2CC/C(=C/C(=O)O)/C)C)C
> > 
> >     > 
>         > > => ((17, 18, 19, 20, 23), (16, 24, 13, 14, 15), (8, 9, 4, 12, 7))
> > 
> >     > 
>         > > It should find 4 distinct units.
> > 
> >     > 
>         > > mol2: 
> OCC12CCC(C2C2C(CC1)(C)C1(C)CCC3C(C1CC2)(C)CCC(C3(C)C)O)C(=C)C
> > 
> >     > 
>         > > => ((16, 25, 27, 17, 15), (18, 19, 12, 13, 14), (1, 2, 5, 6, 7))
> > 
> >     > 
>         > > It should find 6 distinct units.
> > 
> >     > 
>         > > I tried with a smarts version of the pattern
> >         [#6]~[#6]~[#6](~[#6])~[#6], but got the same results as with smiles.
> > 
> >     > 
>         > > What do you think? Is there something missing in the query?
> > 
> >     > 
>         > > Thanks for your time,
> > 
> >     > 
>         > > Best regards,
> > 
> >     > 
>         > > QT
> > 
> >     > >
>     >
> 
>         > > Le 05/05/2020 à 14:52, Paolo Tosco a écrit :
> >         >
> > 
> >     > >> Dear Quoc-Tuan,
>     >>
>     >> this should do what you need:
>     >>
>     >> https://gist.github.com/ptosco/dc4d27153e6e8e45aed654761e4d7409
>     >>
>     >> Cheers,
>     >> p.
>     >>
>     >
> 
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