- From: Graham Klyne <GK@ninebynine.org>
- Date: Thu, 28 Jul 2011 14:31:10 +0100
- To: "Cresswell, Stephen" <stephen.cresswell@tso.co.uk>
- CC: Paolo Missier <Paolo.Missier@ncl.ac.uk>, public-prov-wg@w3.org
I don't believe that the mere *overlap* of time intervals is sufficient (of itself) to assert the IVP relation. I think containment would be needed. #g -- Cresswell, Stephen wrote: > > > > > Paolo, > > > > I don’t see how IVPof can be usefully considered transitive in its > current definition, as I think it would be possible for some > transitively-derived IVPof relations to be valid only over empty time > intervals. This is because B IPVof A is defined to only hold over the > temporal intersection of A and B, but the relation of having non-empty > temporal intersection is itself not transitive. > > > > For example, we can have three time intervals X, Y, Z such that X > overlaps Y, Y overlaps Z, but X is disjoint from Z. > > Then if we have bobs Bx, By, Bz which hold over the respective time > intervals, and we asserted > > Bx IVPof By > > By IVPof Bz > > … then transitivity would allow us to derive > > Bx IVPof Bz > > … but that is dubious because it would hold only over the temporal > intersection of X and Z, which is empty. > > > > I was hoping that the definition of B IVPof A would turn out to require > that the time interval of B was contained in the time interval of A. I > think that would be a simpler and better-behaved relation, which should > be glorified with a name, even it’s not “IVPof”. > > > > Stephen Cresswell > > Tel: +44 (0) 01603 69 6926 > > Web: www.tso.co.uk <http://www.tso.co.uk/> > > > > * From: * public-prov-wg-request@w3.org > [mailto:public-prov-wg-request@w3.org] *On Behalf Of *Paolo Missier > *Sent:* 25 July 2011 12:30 > *To:* public-prov-wg@w3.org > *Subject:* Re: PROV-ISSUE-45: isDerivedFrom and IVPof are transitive. > [Conceptual Model] > > > > Khalid > > I don't think we have ever agreed on that, but I should really check the > voting history. The latest definition of IVP-of (or complement-of) is > sufficiently precise (i.e., algorithmic) that transitivity follows, but > derivation is purely asserted and as such there is no ground to say that > it is transitive -- unless we say axiomatically that it should be. > > -Paolo > > > > > > > PROV-ISSUE-45: isDerivedFrom and IVPof are transitive. [Conceptual Model] > > > > http://www.w3.org/2011/prov/track/issues/45 > > > > Raised by: Khalid Belhajjame > > On product: Conceptual Model > > > > > > If we agree that “isDerivedFrom” and “IVPof” are transitive, then I would suggest that this should be specified in the model working draft. > > > > khalid > > > > ________________________________________________________________________ > This e-mail has been scanned for all viruses by Star. The > service is powered by MessageLabs. For more information on a proactive > anti-virus service working around the clock, around the globe, visit: > http://www.star.net.uk > ________________________________________________________________________ > > *********************************************************************************************** > > This email, including any attachment, is confidential and may be legally > privileged. If you are not the intended recipient or if you have > received this email in error, please inform the sender immediately by > reply and delete all copies from your system. Do not retain, copy, > disclose, distribute or otherwise use any of its contents. > > > > Whilst we have taken reasonable precautions to ensure that this email > has been swept for computer viruses, we cannot guarantee that this email > does not contain such material and we therefore advise you to carry out > your own virus checks. We do not accept liability for any damage or > losses sustained as a result of such material. > > > > Please note that incoming and outgoing email communications passing > through our IT systems may be monitored and/or intercepted by us solely > to determine whether the content is business related and compliant with > company standards. > > *********************************************************************************************** > > The Stationery Office Limited is registered in England No. 3049649 at 10 > Eastbourne Terrace, London, W2 6LG > > >
Received on Thursday, 28 July 2011 13:36:10 UTC