Based on the aggregated watch history of all users, the algorithm finds currently most popular content. The assumption is that the more popular the content is, the more users will find it personally relevant. Moreover, public broadcasters produce a lot of content relevant to everyone independently of their tastes (such as news content).
Trending is an algorithm which provides non-personalised recommendations, i.e. all users get the same content recommended. Individual preferences are not taken into account.
This algorithm is commonly used as a fallback algorithm in case the main recommendation algorithm does not return any result for some reason. The PEACH website contains a tutorial explaining how to set up a fallback algorithm.
To be able to successfully follow this tutorial, you need to be familiar with notebooks and the pipe Manager Interface. In case you are not, follow this tutorial first.
The algorithm is divided into two notebooks: a task and a query notebook.
The task notebook contains trending items computation as a function decorated with
@pipe_task. This task is executed regularly to find the most currently popular items.
The implementation considers an item current if it was watched at least once in the past week.
You will need to make some changes to adapt the algorithm for your event data source and event format.
1. Specify path to play events data
You will first need to specify
data_path to your play events data in the
pipe_task. Additionally, specify the
codops and the algorithm name (
algorithm). The later two fields are used in naming of Redis keys.
2. Modify event preprocessing function
Convert play events into the format specified in the
3. Recommendation query
Now, go to the notebook which contains
@pipe_query . Make sure that the Redis key where the trending items are saved to after the task computation is the same here.
That's it! Now you can compute trending items by running the
@pipe_task function from the first notebook and then request recommendations by calling the
@pipe_query in the other notebook.
If something is still unclear or you have any problem, please don't hesitate to contact us.
There is an example of the algorithm available in the notebooks under