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REGER adds inter-item relations to generative recommendation with semantic IDs

Original title: REGER: Modeling inter-item Relations with Semantic IDs for Generative Recommendation

arXiv cs.AI / cs.LG / cs.CLby Yuxi Huang ()1 min read1 · 1 read
AI summary · x-ai/grok-4.7Summaries by Vani AI

The method pretrains by generating semantic neighbors' IDs and distills a teacher's full next-token distributions along the target path.

REGER is a generative recommendation framework that puts inter-item relations into semantic pretraining, history encoding, and semantic-ID generation. The model is pretrained with generative semantic retrieval so it produces neighbors' semantic IDs, and it mixes global attention with local attention aligned to ID boundaries. A hierarchical preference factorization over the semantic-ID prefix tree supports distillation of a discriminative teacher's full conditional distributions, jointly optimized with cross-entropy. The authors report consistent gains over existing generative recommendation baselines on real-world datasets.

Key facts
  • Random SID embeddings and scratch training do not inherit item semantic relations.
  • Pretraining generates semantic neighbors' SIDs to capture similarity.
  • Local attention is aligned with semantic-ID boundaries for adjacent transitions.
  • Preference distillation covers all legal next tokens at ground-truth prefixes.
  • Experiments claim consistent improvements over existing GR baselines.
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From the original article

1 min read at arxiv.org

Personalized recommendation depends on learning semantic and collaborative relations among items from online content and user interactions. Generative recommendation (GR) offers a promising paradigm by autoregressively generating discrete semantic IDs (SIDs) of items.

arXiv cs.AI / cs.LG / cs.CL

By Yuxi Huang · arxiv.org

Read the full article at arXiv cs.AI / cs.LG / cs.CL

A short excerpt; the article and its images belong to the publisher. Summary, key facts and assessment above are AI-written from the article and can be wrong.