Re: is there an implementation of Shape Expressions that correctly handles recursive shapes?

-----BEGIN PGP SIGNED MESSAGE-----
Hash: SHA1

Yes, please send me a copy of the system.

Thanks,

peter


On 03/20/2015 11:55 AM, Iovka Boneva wrote:
> I sent my previous mail by error before  finishing it...  so didn't have
> the occasion to say that unfortunately these  implementations are not
> accessible for testing. As I said they were made for our own needs as
> proof  of concept, and do not have friendly user interface. I am however
> willing to send the API in a jar file, together with example code on how
> to use it, if  somebody wants to play with that. Unfortunately next week
> I won't have time to do more (and anyway my technical skills are 
> insufficient for publishing it for testing on the web, while spending a 
> reasonable amount  of time on that).
> 
> My main point was that there are indeed working implementations with
> recursion.
> 
> Now to answer Peter's questions: - the first algorithm is indeed for
> subclass of ShEx, which merely corresponds to the first version of ShEx
> (no repetition of symbols). It is however not so limiting, as it allows
> to handle a lot of the identified use cases, and can be easily extended
> for handling more cases,  as I already explained in a previous mail; -
> the second one is for full ShEx,  (therefore its worse case complexity
> is not linear, and right  now I cannot give figures on its actual
> performance in practice).
> 
> Iovka
> 
> 
> 
> 
> Le 20/03/2015 17:05, Peter F. Patel-Schneider a écrit : On 03/20/2015
> 08:42 AM, Iovka Boneva wrote:
>>>> We do have 3 implementations of recursive shapes with bag
>>>> semantics, for 2 different algorithms - one for validating against
>>>> deterministic schemas w/o repetitions, with a set of pre-typed root
>>>> nodes. It is written in Java using jena, and works both with
>>>> in-memory RDF-graphs, and using the Jena RDF-database API. Written
>>>> by myself;
> So this implementation is only for part of Shape Expressions?
> 
>>>> - one for the same algorithm written in Python also using RDF API, 
>>>> written by Slawek Staworko and Samuel Hym;
> And this implementation is also only for part of Shape Expressions?
> 
>>>> - one for validation of a whole graph w/o pre-typed root nodes,
>>>> using our greatest fixed point algorithm. Also written in Python by
>>>> Slawek and Samuel.
> Does this implementation handle all of Shape Expressions?  Is there an 
> on-line demo?  How can I get a copy of the system?
> 
>>>> Our implementations were written for "proof of concept" prior to
>>>> our publication. We also have an algorithms for generating large
>>>> graphs on which we tested our implementations, and they indeed ran
>>>> in linear time in the size of the graph, as they were supposed to
>>>> from theoretical point of view.
>>>> 
>>>> Iovka
> 
> peter
> 
> 
-----BEGIN PGP SIGNATURE-----
Version: GnuPG v1

iQEcBAEBAgAGBQJVDHBJAAoJECjN6+QThfjzKz0IAIxkBAouYZJUIBBuH/kxXo0N
zQ/crOvBQZ+OhdCMe2Ua0HoZtFPMVlBAy8WCXcoRIRE81jAJ58hW/aBmugoeO9fp
5sOr5QlRTrWWBwRIwgi5+gICanMWfuHHlgQuQKcCDX6PnyURgGddLNq6L1OGEeUy
RH8HUKr5PvTBtJoBzUTyurUskbnNI2IMtOUvqzT8GQhbriFZ8rj6EQiv3yc2R7lP
lXd2JujO9BYuO60m3cTvu8HLEOCs01XSM+jjUdxCQonmpBc2KUpiruCBah0myvhJ
3JeBfWoxoj25NkUcEc3NU+ieVoytZUWcK4TPm6BQ23eVewkVp2dDks3cKMYspwY=
=Cx/p
-----END PGP SIGNATURE-----

Received on Friday, 20 March 2015 19:09:27 UTC