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Wenlong Ji

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4 papers

2 author rows

NeurIPS Conference 2025 Conference Paper

From Replication to Redesign: Exploring Pairwise Comparisons for LLM-Based Peer Review

Yaohui Zhang
Haijing ZHANG
Wenlong Ji
Tianyu Hua
Nick Haber
Hancheng Cao
Weixin Liang

The advent of large language models (LLMs) offers unprecedented opportunities to reimagine peer review beyond the constraints of traditional workflows. Despite these opportunities, prior efforts have largely focused on replicating traditional review workflows with LLMs serving as direct substitutes for human reviewers, while limited attention has been given to exploring new paradigms that fundamentally rethink how LLMs can participate in the academic review process. In this paper, we introduce and explore a novel mechanism that employs LLM agents to perform pairwise comparisons among manuscripts instead of individual scoring. By aggregating outcomes from substantial pairwise evaluations, this approach enables a more accurate and robust measure of relative manuscript quality. Our experiments demonstrate that this comparative approach significantly outperforms traditional rating-based methods in identifying high-impact papers. However, our analysis also reveals emergent biases in the selection process, notably a reduced novelty in research topics and an increased institutional imbalance. These findings highlight both the transformative potential of rethinking peer review with LLMs and critical challenges that future systems must address to ensure equity and diversity.

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ICML Conference 2024 Conference Paper

Scaling Laws for the Value of Individual Data Points in Machine Learning

Ian Connick Covert
Wenlong Ji
Tatsunori B. Hashimoto
James Y. Zou

Recent works have shown that machine learning models improve at a predictable rate with the amount of training data, leading to scaling laws that describe the relationship between error and dataset size. These scaling laws can help determine a model’s training dataset, but they take an aggregate view of the data by only considering the dataset’s size. We consider a new perspective by investigating scaling behavior for the value of individual data points: we find that a data point’s contribution to model’s performance shrinks predictably with the size of the dataset in a log-linear manner. Interestingly, there is significant variability in the scaling exponent among different data points, indicating that certain points are more valuable in small datasets and other points are relatively more useful as a part of large datasets. We provide learning theory support for our scaling laws and we observe empirically that it holds across several model classes. We further propose a maximum likelihood estimator and an amortized estimator to efficiently learn the individualized scaling behaviors from a small number of noisy observations per data point. Using our efficient estimators, we provide insights into factors that influence the scaling behavior of different data points. Finally we demonstrate applications of the individualized scaling laws to data valuation and data subset selection.

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JMLR Journal 2023 Journal Article

The Power of Contrast for Feature Learning: A Theoretical Analysis

Wenlong Ji
Zhun Deng
Ryumei Nakada
James Zou
Linjun Zhang

Contrastive learning has achieved state-of-the-art performance in various self-supervised learning tasks and even outperforms its supervised counterpart. Despite its empirical success, theoretical understanding of the superiority of contrastive learning is still limited. In this paper, under linear representation settings, (i) we provably show that contrastive learning outperforms the standard autoencoders and generative adversarial networks, two classical generative unsupervised learning methods, for both feature recovery and in-domain downstream tasks; (ii) we also illustrate the impact of labeled data in supervised contrastive learning. This provides theoretical support for recent findings that contrastive learning with labels improves the performance of learned representations in the in-domain downstream task, but it can harm the performance in transfer learning. We verify our theory with numerical experiments. [abs] [ pdf ][ bib ] &copy JMLR 2023. ( edit, beta )

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ICLR Conference 2022 Conference Paper

An Unconstrained Layer-Peeled Perspective on Neural Collapse

Wenlong Ji
Yiping Lu 0001
Yiliang Zhang
Zhun Deng
Weijie J. Su

Neural collapse is a highly symmetric geometry of neural networks that emerges during the terminal phase of training, with profound implications on the generalization performance and robustness of the trained networks. To understand how the last-layer features and classifiers exhibit this recently discovered implicit bias, in this paper, we introduce a surrogate model called the unconstrained layer-peeled model (ULPM). We prove that gradient flow on this model converges to critical points of a minimum-norm separation problem exhibiting neural collapse in its global minimizer. Moreover, we show that the ULPM with the cross-entropy loss has a benign global landscape for its loss function, which allows us to prove that all the critical points are strict saddle points except the global minimizers that exhibit the neural collapse phenomenon. Empirically, we show that our results also hold during the training of neural networks in real-world tasks when explicit regularization or weight decay is not used.

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