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NISER: Normalized Item and Session Representations to Handle Popularity Bias
Priyanka Gupta Diksha Garg Pankaj Malhotra Lovekesh Vig Gautam Shroff

Abstract
The goal of session-based recommendation (SR) models is to utilize the information from past actions (e.g. item/product clicks) in a session to recommend items that a user is likely to click next. Recently it has been shown that the sequence of item interactions in a session can be modeled as graph-structured data to better account for complex item transitions. Graph neural networks (GNNs) can learn useful representations for such session-graphs, and have been shown to improve over sequential models such as recurrent neural networks [14]. However, we note that these GNN-based recommendation models suffer from popularity bias: the models are biased towards recommending popular items, and fail to recommend relevant long-tail items (less popular or less frequent items). Therefore, these models perform poorly for the less popular new items arriving daily in a practical online setting. We demonstrate that this issue is, in part, related to the magnitude or norm of the learned item and session-graph representations (embedding vectors). We propose a training procedure that mitigates this issue by using normalized representations. The models using normalized item and session-graph representations perform significantly better: i. for the less popular long-tail items in the offline setting, and ii. for the less popular newly introduced items in the online setting. Furthermore, our approach significantly improves upon existing state-of-the-art on three benchmark datasets.
Code Repositories
Benchmarks
| Benchmark | Methodology | Metrics |
|---|---|---|
| session-based-recommendations-on-diginetica | NISER+ | Hit@20: 53.39 MRR@20: 18.72 |
| session-based-recommendations-on-last-fm | NISER+ | HR@20: 24.76 MRR@20: 9.02 |
| session-based-recommendations-on-yoochoose1-1 | NISER+ | HR@20: 71.27 MRR@20: 31.61 |
| session-based-recommendations-on-yoochoose1-4 | NISER+ | HR@20: 72.90 MRR@20: 32.04 |
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