He Xiangnan (hexiangnan)

hexiangnan

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Company:University of Science and Technology of China (USTC)

Location:China

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He Xiangnan's starred repositories

recommenders

Best Practices on Recommendation Systems

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neural_collaborative_filtering

Neural Collaborative Filtering

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NeuRec

Next RecSys Library

knowledge_graph_attention_network

KGAT: Knowledge Graph Attention Network for Recommendation, KDD2019

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neural_graph_collaborative_filtering

Neural Graph Collaborative Filtering, SIGIR2019

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KPRN

Reasoning Over Knowledge Graph Paths for Recommendation

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ConvNCF

Experimental codes for paper "Outer Product-based Neural Collaborative Filtering".

GAAL-based-outlier-detection

GAAL-based Outlier Detection

DIR-GNN

Official code of "Discovering Invariant Rationales for Graph Neural Networks" (ICLR 2022)

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WSDM2019-nextitnet

Generative model for sequential recommendation based on Convolution Neural Networks (CNN))

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DeepICF

TensorFlow Implementation of Deep Item-based Collaborative Filtering Model for Top-N Recommendation

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TIFUKNN

kNN-based next-basket recommendation

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MACR

[KDD 2021] Model-Agnostic Counterfactual Reasoning for Eliminating Popularity Bias in Recommender System

lambda-opt

Pytorch implementation of λOpt: Learn to Regularize Recommender Models in Finer Levels, KDD 2019

RCF

Tensorflow implementation of RCF

CPR

TensorFlow implementation of our paper: Cross Pairwise Ranking for Unbiased Item Recommendation (WWW'22)

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AMR

This is our official implementation for the paper: Jinhui Tang, Xiaoyu Du, Xiangnan He, Fajie Yuan, Qi Tian, and Tat-Seng Chua, Adversarial Training Towards Robust Multimedia Recommender System.

Sets2Sets

Sequential sets to sequential sets learning

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IntroDaSE

《数据科学与工程导论》教材配套资源

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Group-Contextualization

[CVPR22] Group Contextualization for Video Recognition

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DCR

This is an implementation for our paper "Addressing Confounding Feature Issue for Causal Recommendation" based on PyTorch.

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Cross-GCN

Cross-GCN: Enhancing Graph Convolutional Network with k-Order Feature Interactions

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AFISM

APR enhances the pairwise ranking method BPR by performing adversarial training. To illustrate how it works, APR on FISM is implemented here by adding adversarial perturbations on the matrices P and Q.

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