keivanalizadeh / rpf

Recurrent Poisson Factorization

Recurrent Poisson Factorization (RPF)

RPF is a temporal recommender system which is able to recommend the right item to the right user at the right time by utilizing the recurring temporal patterns in user-item engagement. The repository contains the implementation of different variants of RPF, i.e. Hierarchical RPF, Social RPF, Dynamic RPF, Dynamic Social RPF.

Prerequisites

• Matlab version R2014a or later

Features

• A coherent generative model for user-item interaction over time

• The Social RPF model is able to infer the user interests on different items using her social relations.

• Dynamic RPF considers the variable interest of user over time

• Hierarchical RPF is able to consider the diversity of users interests and items popularity using a hierarchical structure.

• A fast variational algorithm for inference on the proposed time-dependent model.

Data

The input format for the events is as follows:

unixTime userId    itemId

The events should be sorted in an increasing order of time. The userId and itemIds are sequential Integer numbers starting from 1. The name of this file should be datasetName.tsv .

Social Methods such as SRPF and DSRPF takes an extra input file which contains the adjacency list among the users. The name of this file should be datasetName_adjList.txt. Each line of this file starts with id of a user and then the number of users that she follows and then the list of users that she follows:

userId1   N user_1 user_2 ... user_N

The LastFM dataset which is used in the RPF paper is in the Dataset folder as a sample.

Running The Code

In order to run each of the HRPF, DRPF, SRPF and DSRPF

• Go to the methods folder

• Set the Dataset in the "run" Script

• Run the run script

The results will be saved under the "Results" folder.

Citation

In case of using the code, please cite the following paper:

Hosseini, Seyed Abbas, et al. "Recurrent Poisson Factorization for Temporal Recommendation." arXiv preprint arXiv:1703.01442 (2017).