I have opened a ticket for DiFUB
<https://trac.sagemath.org/ticket/29422>
#29422 <https://trac.sagemath.org/ticket/29422>

On Friday, 27 March 2020 15:23:42 UTC+5:30, David Coudert wrote:
>
> Your code seems very fast on Epinions.
>  
> I don't know which parameters you used to generate random graphs, but I 
> assume that you have generated qui dense graphs. Such graphs have low 
> diameter, and so are worse cases for iFUB and DiFUB.
>
> You can of course open a ticket for DiFUB. 
>
> Sincerely,
>
> Le vendredi 27 mars 2020 08:12:32 UTC+1, Madhav Wagle a écrit :
>>
>> Hi,
>> I have implemented the diFUB (directed iterative fringe bound) algorithm. 
>> It is performing very well on all the real directed graphs which I tried:
>>
>> For Eg .
>> Epinions social network graph 
>> <https://snap.stanford.edu/data/soc-Epinions1.html> (32223 nodes in 
>> largest SCC) 
>> sage: %time m.diameter(algorithm="DiFUB")
>> CPU times: user 304 ms, sys: 4.02 ms, total: 308 ms
>> Wall time: 305 ms
>> 16
>>
>> sage: %time m.diameter()
>> CPU times: user 28min 55s, sys: 35.4 ms, total: 28min 55s
>> Wall time: 28min 55s
>> 16
>>
>>
>> but* DIFUB isn't performing* well on random graphs( in the worst case 
>> may take *twice* the number of BFS calls as the naive method)
>>
>> Even though my code is complete, I still plan on adding details to my 
>> comments 
>> Shall I open a ticket for this algorithm and open it for review?
>>
>>

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