I will just let the tests run and we can interpret the results
later.     I believe Mogo has some code to reuse nodes in the tree -
although it may not be quite as efficient.

Olivier seemed to think it would work acceptably well.

- Don


Michael Williams wrote:
> Also, with the parameters you are using for MoGo, I think the tree
> will stop growing at 100k nodes, which doesn't take very long to get to.
>
>
> Don Dailey wrote:
>> I wish I had named the weakest players _00 instead of _01 and expressed
>> everything as you are suggesting, it would indeed be clearer.
>> I could actually fix this by reprogramming the scripts without changing
>> the running programs.   If I get a burst of energy perhaps ...
>>
>> The tarball is slightly interesting.   I have it so that you untar into
>> a directory,  run a script and there is nothing left to have to do -
>> every hour a summary of the results so far is ftp'd to my computer.
>> This is so others can help me with the study.    You can stop or restart
>> the script at any time. 
>> So far, I am running two instances and I am running another instance on
>> a friends computer remotely.  
>> Here is a simple riddle which I had to solve but made me think for a
>> moment:
>>
>> It involves how to keep track of various versions of the result files
>> which each user would send me every hour.   Do you put a version number
>> on it?   How do you track which file belongs to which user and which is
>> the latest version without mixing things up and duplicating data? 
>> My first reaction was to somehow label or stamp each file, perhaps with
>> the hostname or something and a version number.    But none of this is
>> necessary.   
>> - Don
>>
>>
>>
>>
>>
>> Jeff Nowakowski wrote:
>>> On Fri, 2008-01-18 at 20:31 -0500, Don Dailey wrote:
>>>  
>>>> Although it's not on the graph itself,  Gnugo-3.7.11 level 10 is
>>>> set to
>>>> be 1800.0 ELO.
>>>>     
>>> On the web page it says you are using --min-level 8 --max-level 8.
>>>
>>>  
>>>> Each data point in the x axis represent a doubling in power.  
>>>> There are
>>>> 13 doublings represented
>>>>     
>>> This is a bit confusing.  I think it's clearer to say there is 1
>>> baseline and 12 doublings.  It's also confusing on the web page that
>>> Mogo_01 actually corresponds to 0 doublings in the graph.
>>>
>>> So if I understand correctly:
>>>
>>> Mogo_13 = 64 * 2^12 = 262,144 simulations
>>> FatMan_13 = 1024 * 2^12 = 4,194,304 simulations
>>>
>>> Sorry for the minor nitpicks.  Looking forward to the results!
>>>
>>> -Jeff
>>>
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