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Jin Zhang 0035

dblp:43/6657-35 · DBLP profile ↗
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9ranked-venue papers
4as first author
9since 2021 · last 2026
0000-0003-4199-5641ORCID · conflict

Domains — the database's venue-derived domains; a paper can count in several

Artificial intelligence and machine learning · 6 · 4 first-author · 6 since 2021Databases, data management, data science and information retrieval · 3 · 3 since 2021Graphics, computer vision, multimedia, augmented reality and games · 3 · 2 first-author · 3 since 2021Applied, interdisciplinary, general and emerging computing · 1 · 1 since 2021

Expertise — from the expertise taxonomy: the topics of the expert's papers under the CCF categories. A weight counts papers with recency: 1 for a paper about the topic, 0.3 when the topic is its context, halved every five years.

Databases, data mining, and information retrieval
7 papers
Information retrieval · 60% Recommender systems · 36% Data mining · 4%
Artificial intelligence
3 papers
Learning theory · 32% Graph learning · 21% Learning paradigms · 18%
Computer graphics and multimedia
1 paper
Visualization and visual analytics · 100%

Topics — the 25 heaviest of 25, each with the papers that count most for it

TopicWeightPapersLastEvidence papers
Information retrieval › similarity search › nearest neighbor search
approximate nearest neighbor search
1.832023
Differentiable Optimized Product Quantization and Beyond · WWW 2023
Query-Aware Quantization for Maximum Inner Product Search · AAAI 2023
Online Additive Quantization · KDD 2021
Information retrieval › similarity search › vector quantization
product quantization
1.322023
Differentiable Optimized Product Quantization and Beyond · WWW 2023
Query-Aware Quantization for Maximum Inner Product Search · AAAI 2023
Information retrieval › similarity search › nearest neighbor search
maximum inner product search
1.222023
Query-Aware Quantization for Maximum Inner Product Search · AAAI 2023
Anisotropic Additive Quantization for Fast Inner Product Search · AAAI 2022
Information retrieval › similarity search
vector quantization
1.222023
Differentiable Optimized Product Quantization and Beyond · WWW 2023
Anisotropic Additive Quantization for Fast Inner Product Search · AAAI 2022
Information retrieval › similarity search › nearest neighbor search › approximate nearest neighbor search
quantization
1.222023
Query-Aware Quantization for Maximum Inner Product Search · AAAI 2023
Online Additive Quantization · KDD 2021
Information retrieval › similarity search › vector quantization
additive quantization
1.122022
Anisotropic Additive Quantization for Fast Inner Product Search · AAAI 2022
Online Additive Quantization · KDD 2021
Machine learning › Graph learning › graph neural network
graph convolutional network
1.012026
Interactive graph convolutional filtering · Artif. Intell. 2026
Recommender systems
efficient recommendation
1.012026
Learning Deep Tree-Based Retriever for Efficient Recommendation: Theory and Method · IEEE Trans. Pattern Anal. Mach. Intell. 2026
Recommender systems
neural recommendation
1.012026
Learning Deep Tree-Based Retriever for Efficient Recommendation: Theory and Method · IEEE Trans. Pattern Anal. Mach. Intell. 2026
Recommender systems
tree-based recommendation
1.012026
Learning Deep Tree-Based Retriever for Efficient Recommendation: Theory and Method · IEEE Trans. Pattern Anal. Mach. Intell. 2026
Visualization and visual analytics
interactive visualization
1.012026
Interactive graph convolutional filtering · Artif. Intell. 2026
Machine learning › Learning paradigms
long-tailed recognition
0.912025
Conflict-Buffering Optimization by Symmetry Teleportation for Deep Long-Tailed Recognition · ACM Multimedia 2025
Machine learning › Optimization for machine learning
multi-objective optimization
0.912025
Conflict-Buffering Optimization by Symmetry Teleportation for Deep Long-Tailed Recognition · ACM Multimedia 2025
Machine learning › Learning theory
generalization bounds
0.812024
Generalization Error Bounds for Two-stage Recommender Systems with Tree Structure · NeurIPS 2024
Machine learning › Learning theory › generalization bounds
rademacher complexity
0.812024
Generalization Error Bounds for Two-stage Recommender Systems with Tree Structure · NeurIPS 2024
Information retrieval
generalization error bounds
0.812024
Generalization Error Bounds for Two-stage Recommender Systems with Tree Structure · NeurIPS 2024
Recommender systems › large-scale recommendation › multi-stage recommender systems
two-stage recommender systems
0.812024
Generalization Error Bounds for Two-stage Recommender Systems with Tree Structure · NeurIPS 2024
Recommender systems › model compression
embedding compression
0.712023
Differentiable Optimized Product Quantization and Beyond · WWW 2023
Data mining
alternating least squares
0.612022
Improving Implicit Alternating Least Squares with Ring-based Regularization · SIGIR 2022
Recommender systems
collaborative filtering
0.612022
Improving Implicit Alternating Least Squares with Ring-based Regularization · SIGIR 2022
Recommender systems › collaborative filtering
implicit feedback
0.612022
Improving Implicit Alternating Least Squares with Ring-based Regularization · SIGIR 2022
Information retrieval
similarity search
0.612022
Anisotropic Additive Quantization for Fast Inner Product Search · AAAI 2022
Machine learning › Efficient and distributed learning › parameter-efficient fine-tuning
low-rank adaptation
0.312025
Conflict-Buffering Optimization by Symmetry Teleportation for Deep Long-Tailed Recognition · ACM Multimedia 2025
Machine learning › Efficient and distributed learning
parameter-efficient fine-tuning
0.312025
Conflict-Buffering Optimization by Symmetry Teleportation for Deep Long-Tailed Recognition · ACM Multimedia 2025
Information retrieval
tree-based retrieval
0.212024
Generalization Error Bounds for Two-stage Recommender Systems with Tree Structure · NeurIPS 2024

Methods — techniques the papers use, named apart from their topics

beam search · 2.5sampled softmax · 1.7rademacher complexity · 1.5tree-based sampling · 1.0trajectory reuse · 0.9symmetry teleportation · 0.9low-rank adaptation · 0.9straight-through estimation · 0.7query-aware quantization · 0.7direct-loss minimization · 0.7differentiable optimization · 0.7anisotropic loss · 0.6alternating optimization · 0.6
YearPublicationVenuePosition
2026 Interactive graph convolutional filtering
Jin Zhang 0035, Defu Lian, Hong Xie 0004, Enhong Chen
Artif. Intell.1
2026 Learning Deep Tree-Based Retriever for Efficient Recommendation: Theory and Method
abstract
With the advancement of deep learning, deep recommendation models have achieved remarkable improvements in recommendation accuracy. However, due to the large number of candidate items in practice and the high cost of preference computation, these methods still suffer from low recommendation efficiency. The recently proposed tree-based deep recommendation models alleviate the problem by directly learning tree structure and representations under the guidance of recommendation objectives. To guarantee the effectiveness of beam search for recommendation accuracy, these models strive to ensure that the tree adheres to the max-heap assumption, where a parent node's preference should be the maximum among its children's preferences. However, they employ a one-versus-all strategy, framing the training task as a series of independent binary classification objectives for each node, which limits their ability to fully satisfy the max-heap assumption. To this end, we propose a Deep Tree-based Retriever (DTR for short) for efficient recommendation. DTR frames the training task as a softmax-based multi-class classification over tree nodes at the same level, enabling explicit horizontal competition and more discriminative top-k selection among them, which mimics the beam search behavior during training. To mitigate the suboptimality induced by the labeling of non-leaf nodes, we propose a rectification method for the loss function, which further aligns with the max-heap assumption in expectation. As the number of tree nodes grows exponentially with the levels, we employ sampled softmax to approximate optimization and thereby enhance efficiency. Furthermore, we propose a tree-based sampling method to reduce the bias inherent in sampled softmax. Theoretical results reveal DTR's generalization capability, and both the rectification method and tree-based sampling contribute to improved generalization. The experiments are conducted on four real-world datasets, validating the effectiveness of the proposed method.
Jin Zhang 0035, Defu Lian, Chao Feng 0008, Jie Wang 0005, Enhong Chen
IEEE Trans. Pattern Anal. Mach. Intell.2
2025 Conflict-Buffering Optimization by Symmetry Teleportation for Deep Long-Tailed Recognition
abstract
Deep long-tailed recognition (DLTR) has garnered increasing attention due to the inherent imbalance in many real-world problems (e.g., multimedia processing). Recently, some multi-objective optimization (MOO)-based solutions have been proposed to address conflicts during representation learning in DLTR. However, these methods face two primary challenges: (1) their effectiveness is subject to the power of MOO, which is arguable in recent literature, and (2) MOO approaches are resource-intensive due to frequent gradient operations. In this paper, we propose a novel approach: conflict-Buffering OptimizatiOn by Symmetry Teleportation (BOOST), which avoids altering complicated gradient combinations as previous methods did. A major challenge in this approach is the absence of off-the-shelf symmetry teleportation algorithms suitable for modern deep neural networks. To address this, we cast symmetry teleportation as the optimization of low-rank adaptation (LoRA). Specifically, we first divide categories into multiple groups and detect conflicts among them. When a conflict arises, we employ LoRA to identify an alternative point on the same loss level set, reducing conflicts and facilitating balanced optimization. To achieve this, we decouple symmetry teleportation into two objectives-loss invariance and balanced gradient maximization-and design corresponding objectives for LoRA optimization. Besides, we propose a trajectory reuse strategy to continually benefit from advanced optimizers. Extensive experiments demonstrate that BOOST achieves state-of-the-art performance across multiple mainstream DLTR datasets.
Mianzimei Yang, Jin Zhang 0035, Yuanhao Pu, Hong Xie 0004, Defu Lian
ACM Multimedia3
2024 Generalization Error Bounds for Two-stage Recommender Systems with Tree Structure
abstract
Two-stage recommender systems play a crucial role in efficiently identifying relevant items and personalizing recommendations from a vast array of options. This paper, based on an error decomposition framework, analyzes the generalization error for two-stage recommender systems with a tree structure, which consist of an efficient tree-based retriever and a more precise yet time-consuming ranker. We use the Rademacher complexity to establish the generalization upper bound for various tree-based retrievers using beam search, as well as for different ranker models under a shifted training distribution. Both theoretical insights and practical experiments on real-world datasets indicate that increasing the branches in tree-based retrievers and harmonizing distributions across stages can enhance the generalization performance of two-stage recommender systems.
Jin Zhang 0035, Defu Lian, Enhong Chen
NeurIPS1
2023 Query-Aware Quantization for Maximum Inner Product Search
abstract
Maximum Inner Product Search (MIPS) plays an essential role in many applications ranging from information retrieval, recommender systems to natural language processing. However, exhaustive MIPS is often expensive and impractical when there are a large number of candidate items. The state-of-the-art quantization method of approximated MIPS is product quantization with a score-aware loss, developed by assuming that queries are uniformly distributed in the unit sphere. However, in real-world datasets, the above assumption about queries does not necessarily hold. To this end, we propose a quantization method based on the distribution of queries combined with sampled softmax. Further, we introduce a general framework encompassing the proposed method and multiple quantization methods, and we develop an effective optimization for the proposed general framework. The proposed method is evaluated on three real-world datasets. The experimental results show that it outperforms the state-of-the-art baselines.
Jin Zhang 0035, Defu Lian, Baoyun Wang, Enhong Chen
AAAI1
2023 Differentiable Optimized Product Quantization and Beyond
abstract
Vector quantization techniques, such as Product Quantization (PQ), play a vital role in approximate nearest neighbor search (ANNs) and maximum inner product search (MIPS) owing to their remarkable search and storage efficiency. However, the indexes in vector quantization cannot be trained together with the inference models since data indexing is not differentiable. To this end, differentiable vector quantization approaches, such as DiffPQ and DeepPQ, have been recently proposed, but existing methods have two drawbacks. First, they do not impose any constraints on codebooks, such that the resultant codebooks lack diversity, leading to limited retrieval performance. Second, since data indexing resorts to operator, differentiability is usually achieved by either relaxation or Straight-Through Estimation (STE), which leads to biased gradient and slow convergence. To address these problems, we propose a Differentiable Optimized Product Quantization method (DOPQ) and beyond in this paper. Particularly, each data is projected into multiple orthogonal spaces, to generate multiple views of data. Thus, each codebook is learned with one view of data, guaranteeing the diversity of codebooks. Moreover, instead of simple differentiable relaxation, DOPQ optimizes the loss based on direct loss minimization, significantly reducing the gradient bias problem. Finally, DOPQ is evaluated with seven datasets of both recommendation and image search tasks. Extensive experimental results show that DOPQ outperforms state-of-the-art baselines by a large margin.
Zepu Lu, Defu Lian, Jin Zhang 0035, Zaixi Zhang, Chao Feng 0008, Hao Wang 0076, Enhong Chen
WWW3
2022 Anisotropic Additive Quantization for Fast Inner Product Search
abstract
Maximum Inner Product Search (MIPS) plays an important role in many applications ranging from information retrieval, recommender systems to natural language processing and machine learning. However, exhaustive MIPS is often expensive and impractical when there are a large number of candidate items. The state-of-the-art approximated MIPS is product quantization with a score-aware loss, which weighs more heavily on items with larger inner product scores. However, it is challenging to extend the score-aware loss for additive quantization due to parallel-orthogonal decomposition of residual error. Learning additive quantization with respect to this loss is important since additive quantization can achieve a lower approximation error than product quantization. To this end, we propose a quantization method called Anisotropic Additive Quantization to combine the score-aware anisotropic loss and additive quantization. To efficiently update the codebooks in this algorithm, we develop a new alternating optimization algorithm. The proposed algorithm is extensively evaluated on three real-world datasets. The experimental results show that it outperforms the state-of-the-art baselines with respect to approximate search accuracy while guaranteeing a similar retrieval efficiency.
Jin Zhang 0035, Qi Liu 0003, Defu Lian, Zheng Liu 0011, Le Wu 0001, Enhong Chen
AAAI1
2022 Improving Implicit Alternating Least Squares with Ring-based Regularization
abstract
Due to the widespread presence of implicit feedback, recommendation based on them has been a long-standing research problem in academia and industry. However, it suffers from the extremely-sparse problem, since each user only interacts with a few items. One well-known and good-performing method is to treat each user's all uninteracted items as negative with low confidence. The method intrinsically imposes an implicit regularization to penalize large deviation of each user's preferences for uninteracted items from a constant. However, these methods have to assume a constant-rating prior to uninteracted items, which may be questionable. In this paper, we propose a novel ring-based regularization to penalize significant differences of each user's preferences between each item and some other items. The ring structure, described by an item graph, determines which other items are selected for each item in the regularization. The regularization not only averts the introduction of the prior ratings but also implicitly penalizes the remarkable preference differences for all items according to theoretical analysis. However, optimizing the recommenders with the regularization still suffers from computational challenges, so we develop a scalable alternating least square algorithm by carefully designing gradient computation. Therefore, as long as connecting each item with a sublinear/constant number of other items in the item graph, the overall learning algorithm could be comparably efficient to the existing algorithms. The proposed regularization is extensively evaluated with several public recommendation datasets, where the results show that the regularization could lead to considerable improvements in recommendation performance.
Jin Chen 0008, Jin Zhang 0035, Defu Lian, Enhong Chen
SIGIR3
2021 Online Additive Quantization
abstract
Approximate nearest neighbor search (ANNs) plays an important role in many applications ranging from information retrieval, recommender systems to machine translation. Several ANN indexes, such as hashing and quantization, have been designed to update for the evolving database, but there exists a remarkable performance gap between them and retrained indexes on the entire database. To close the gap, we propose an online additive quantization algorithm (online AQ) to dynamically update quantization codebooks with the incoming streaming data. Then we derive the regret bound to theoretically guarantee the performance of the online AQ algorithm. Moreover, to improve the learning efficiency, we develop a randomized block beam search algorithm for assigning each data to the codewords of the codebook. Finally, we extensively evaluate the proposed online AQ algorithm on four real-world datasets, showing that it remarkably outperforms the state-of-the-art baselines.
Qi Liu 0003, Jin Zhang 0035, Defu Lian, Yong Ge 0001, Jianhui Ma 0001, Enhong Chen
KDD2