Dear Olaf,
I don't agree with your analysis. The results shown by Teiji are deterministic. 
He made 2 series of 3 runs and the 2 series are identical.
Jean

>> But, after MATLAB was restarted, the same values of objective
>> function can be obtained.
>> 1st     8740.2
>> 2nd    8731.9
>> 3rd     8728.3
>> < MATLAB is shutdown and restarted >
>> 4th     8740.2
>> 5th     8731.9
>> 6th     8728.3

-----Message d'origine-----
De : bounce-121567438-75398...@list.cornell.edu 
[mailto:bounce-121567438-75398...@list.cornell.edu] De la part de Olaf Schenk
Envoyé : mardi 30 mai 2017 11:57
À : MATPOWER discussion forum <matpowe...@list.cornell.edu>
Objet : Re: Different results at repeated execution

Dear Jean,

I think that Teiji is referring to the problem that if you use the 
multiple-threaded version of KNITRO you will have different solutions even in 
the case of using the same initial starting point.

Regards,
Olaf





On 30.05.2017 11:50, MAEGHT Jean wrote:
> Dear Teiji,
> Knitro is using interior point methods.
> Interior point method are known to have bad properties regarding initial 
> point (=if you start an interior point solver with an initial point which is 
> already an optimal point, the solver will not figure it out and may even 
> behave worse than starting from a dummy initial point).
> But still, many times if you have a good guess or a good initial point, the 
> solver may behave better.
> When you run your series of OPFs, the result is used as initial point for the 
> next OPF. This may explain different behavior of the solver.
>
> Implicit question: why are optimal values different?
> 1/ as OPF is a non convex problem, you only get a local minimum, so
> maybe you don't have the same local minimum each time 2/ stopping criteria 
> are using tolerances; maybe within the tolerances you used, there are several 
> solutions.
>
> For fine tuning of Knitro, you can see how we did in this paper:
> https://arxiv.org/abs/1603.01533
> page 4, section V.A.
>
> knitro matlab documentation:
> https://www.artelys.com/tools/knitro_doc/3_referenceManual/knitromatla
> bReference.html
>
> If you force V and theta to zero in your case before each run, you wshould 
> always get the same result.
>
> Best regards,
> --
> Jean Maeght
> RTE - R&D Division
>
>
>
> -----Message d'origine-----
> De : bounce-121566163-75398...@list.cornell.edu
> [mailto:bounce-121566163-75398...@list.cornell.edu] De la part de Olaf
> Schenk Envoyé : lundi 29 mai 2017 09:51 À : MATPOWER discussion forum
> <matpowe...@list.cornell.edu>; Drosos Kourounis <kouro...@usi.ch>;
> Kardoš Juraj <juraj.kar...@usi.ch> Objet : Re: Different results at
> repeated execution
>
> Hi Teiji,
>
> I suggest to use an optimizer that has parallel bitwise reproducible 
> functionality.
>
> KNITRO is not able to give you identical results, but the
> IPOPT/PARDISO
> 5.0 binaries offers this functionality. You can it use the binaries
> under "Matpower Libraries" on
>
> http://www.pardiso-project.org/#download
>
> Best,
>
> Olaf Schenk
>
>
> On 27.05.2017 13:12, Teiji Ponishi wrote:
>> Hi all,
>>
>> I use MATPOWER 5.1, and  knitro as a optimization solver.
>>
>> When I run the MATPOWER repeatedly, the values of objective function
>> can be slightly reduced as follows:
>>
>> 1st     8740.2
>> 2nd    8731.9
>> 3rd     8728.3
>>
>> But, after MATLAB was restarted, the same values of objective
>> function can be obtained.
>>
>> 1st     8740.2
>> 2nd    8731.9
>> 3rd     8728.3
>> < MATLAB is shutdown and restarted >
>> 4th     8740.2
>> 5th     8731.9
>> 6th     8728.3
>>
>> How do I obtain same results of MATPOWER without restarting MATLAB ?
>>
>> Best,
>>
>> Teiji
> --
> Prof. Dr. Olaf Schenk
> Advanced Computing Laboratory
> Institute of Computational Science
> Università della Svizzera italiana     **  Switzerland
> Via Giuseppe Buffi 13                  **  6900 Lugano
> Phone: +41 (0) 79 368 22 81            **  Fax.: +41 (0)58 666 45 36
> Email: olaf.sch...@usi.ch              **  http://www.ics.inf.usi.ch
>
>
>
>
> "Ce message est destiné exclusivement aux personnes ou entités auxquelles il 
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--
Prof. Dr. Olaf Schenk
Advanced Computing Laboratory
Institute of Computational Science
Università della Svizzera italiana     **  Switzerland
Via Giuseppe Buffi 13                  **  6900 Lugano
Phone: +41 (0) 79 368 22 81            **  Fax.: +41 (0)58 666 45 36
Email: olaf.sch...@usi.ch              **  http://www.ics.inf.usi.ch




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