> 
> On 27. Feb 2020, at 14:01, Tiago de Paula Peixoto <[email protected]> wrote:
> 
> Am 27.02.20 um 10:19 schrieb Felix Victor Münch:
>> For the first version I needed 400-500GB RAM, so that wouldn't be
>> overkill. The threads however seem pretty much useless, indeed.
> 
> 500 GB for a network with 3M edges seems absurd. You should be able to
> do it with an order of magnitude less memory, at least.

Yes, you’re absolutely right, sorry. It was > 60 million edges in my case. My 
bad for not reading closely enough (and not having provided that information in 
this thread before). 

> 
>> Hoiweveriwever, as the latter version seems so much more memory
>> efficient, I am wondering why it's not implemented as the default in
>> form of a function call with the same prominence in the documentation.
>> Would love to hear Tiago or anyone else chime in on this. What's the
>> advantage of the boiler-plate minimize_nested_blockmodel? Is there any
>> except less lines of code?
> 
> The algorithms are not the same, and incur different trade-offs.
> 
> The one in minimize_nested_blockmodel_dl() attempts to bracket the model
> complexity with a one-dimensional bisection search, and requires more
> memory because it needs to keep several copies of the global state
> during the search.
> 
> On the other hand, multiflip_mcmc_sweep() implements merge-split moves,
> and keeps only a single state around, hence the improved memory usage.
> 
> Although it depends on the network, minimize_nested_blockmodel_dl()
> tends to find better estimates of the ground state (i.e. solutions with
> smallest description length) in a shorter time, for a cost of higher
> memory usage.
> 
> The next version of the library will include an improved version of
> multiflip_mcmc_sweep() that I am preparing, and this alternative will
> gain prominence in the documentation.

Looking forward to test it. Thanks for the explanation!

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