I think that depends on the rating range you are using. It measures the error 
between predicted and actual rating. Google RMSE for a better explanation.

BTW that is an old and not very good metric. It was popularized by the Netlfix 
prize many years ago when they thought they wanted to predict ratings. Actually 
even Netflix admits that _ranking_ recs is far more important. If you can only 
show a few recs they had better be ranked the best you can. For this a 
precision metric is better. I use mean average precision (MAP).

Be aware also that using an offline metric to judge different algorithms is not 
very reliable. Online A/B or Bayesian Bandit tests are much better.


On Apr 10, 2015, at 5:49 AM, PierLorenzo Bianchini <piell...@yahoo.com.INVALID> 
wrote:

Hi all,
I have a question on the results of an evaluation (I'm using 
"RMSRecommenderEvaluator").

I'm getting a result of "0.7432629235004433" with one of the recommenders I'm 
testing. I read in several places that "0.0" would be the perfect result, but I 
couldn't find which ranges are acceptable.
I've seen values ranging from 0.49 to 1.04 with different implementations (I 
mostly do user-based with Pearson and model based with SVD transformations) and 
setting different parameters. I've also seen values up to 3.0 but I was testing 
"bad" cases (low amount of data used, bad percentage of trainign data, etc.; I 
guess I could get results even worse than that but I didn't try it)
When can I consider that my recommender is "good enough", when should I 
consider that my evaluation is too bad? (for now I randomly assumed that 0.9 is 
a good value and I'm trying to stick around that value)
Perhaps someone knows where I could find a documentation for this? any help 
would be appreciated.
Thank you! Regards,

PL

*FYI* I have a user/movie/rating dataset. 6000 users for 3900 movies. I have a 
static training file with 800.000 triplets and I'm using them to evaluate 
different types of recommender (this is a university requirement, I'm not 
talking about production environments)

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