ML20M Data Description

Rating Statistics

Ratings 20,000,263
Users 138,493
Items 26,744
Density 0.540%
Item Gini 0.903
Start Date 1995-01-09 11:46:44
End Date 2015-03-31 06:40:02

Item Statistics

This section describes the distribution of various item statistics from the data set.

Item Popularity

What is the distribution of popularity?

Let’s also look at this as a Lorenz curve, for clarity:

We’ll now fit a distribution.

[distfit] >INFO> fit
[distfit] >INFO> transform
[distfit] >INFO> [pareto  ] [0.00 sec] [RSS: 0.000310844] [loc=0.511 scale=0.489]
[distfit] >INFO> [powerlaw] [0.01 sec] [RSS: 0.000901913] [loc=1.000 scale=67309.000]
[distfit] >INFO> [expon   ] [0.00 sec] [RSS: 0.00118941] [loc=1.000 scale=746.841]
[distfit] >INFO> [lognorm ] [0.02 sec] [RSS: 0.00101221] [loc=1.000 scale=0.120]
[distfit] >INFO> [pareto  ] [0.04 sec] [RSS: 0.000310844] [loc=0.511 scale=0.489]
[distfit] >INFO> [powerlaw] [0.04 sec] [RSS: 0.000901913] [loc=1.000 scale=67309.000]
[distfit] >INFO> [expon   ] [0.02 sec] [RSS: 0.00118941] [loc=1.000 scale=746.841]
[distfit] >INFO> [lognorm ] [0.02 sec] [RSS: 0.00101221] [loc=1.000 scale=0.120]
[distfit] >INFO> Compute confidence intervals [parametric]

Summary of fits:

name score loc scale arg
0 pareto 0.000311 0.511316 0.488684 (0.2562068171214625,)
1 powerlaw 0.000902 1.0 67309.0 (0.07494802059946808,)
2 lognorm 0.001012 1.0 0.119722 (14.36541422380245,)
3 expon 0.001189 1.0 746.841123 ()

Item Average Rating

What is the distribution of average ratings?

User Statistics

We now turn to the distribution of various user statistics.

User Average Ratings

How are user averages distributed?

User Activity Level

And what is the distribution of user activity levels (# of ratings)?

Ratings over Time

The MovieLens ratings have timestamps, so we’ll also look at a temporal view of the data.

Data Volume

How did the data grow over time?

How many ratings are we getting each month through the life of the data set?

User Activity

Monthly unique users is a good measure of user activity.

How long do users usually stick around?