toplogo
Sign In

Weakly Supervised AUC Optimization: A Unified Partial AUC Approach


Core Concepts
Unified framework for weakly supervised AUC optimization problems.
Abstract
This article introduces the WSAUC framework for weakly supervised AUC optimization, covering various scenarios like noisy label learning, positive-unlabeled learning, multi-instance learning, and semi-supervised learning. The authors propose a reversed partial AUC (rpAUC) as a robust training objective for AUC maximization in the presence of contaminated labels. Theoretical and experimental results support the effectiveness of WSAUC in weakly supervised AUC optimization tasks. The content is structured into sections discussing the introduction, related work, unified formulation, theoretical analysis, and practical applications.
Stats
Within the WSAUC framework, the empirical risk minimization problems are consistent with the true AUC. The proposed reversed partial AUC (rpAUC) serves as a robust training objective for AUC maximization. The WSAUC framework offers a universal solution for AUC optimization in various weakly supervised scenarios.
Quotes
"We present WSAUC, a unified framework for weakly supervised AUC optimization problems." "Empirical risk minimization problems are consistent with the true AUC within the WSAUC framework."

Key Insights Distilled From

by Zheng Xie,Yu... at arxiv.org 03-28-2024

https://arxiv.org/pdf/2305.14258.pdf
Weakly Supervised AUC Optimization

Deeper Inquiries

How does the rpAUC contribute to robust AUC maximization in weakly supervised scenarios

The reversed partial AUC (rpAUC) plays a crucial role in achieving robust AUC maximization in weakly supervised scenarios. In the context of weak supervision, where labels may be inaccurate or incomplete, traditional AUC optimization methods may struggle to perform effectively. The rpAUC introduces a new type of partial AUC that focuses on maximizing the AUC under the presence of contaminated labels. By minimizing the empirical rpAUC risk, the model aims to achieve robust AUC optimization even in the presence of noisy or incomplete supervision. This approach helps the model to better handle the challenges posed by weak supervision, leading to improved performance in real-world machine learning tasks.

What are the implications of the WSAUC framework for real-world machine learning tasks

The WSAUC framework has significant implications for real-world machine learning tasks. By providing a unified solution for weakly supervised AUC optimization problems, WSAUC addresses the challenges of working with inaccurate, incomplete, or inexact supervision. This framework covers various scenarios such as noisy label learning, positive-unlabeled learning, multi-instance learning, and semi-supervised learning. By maximizing the empirical rpAUC, WSAUC offers a universal approach to AUC optimization in weakly supervised settings. The effectiveness of WSAUC has been supported by theoretical and experimental results across different weakly supervised scenarios. In practical applications, the WSAUC framework can enhance the performance of machine learning models when dealing with imperfect supervision, ultimately leading to more reliable and accurate results in real-world tasks.

How can the WSAUC framework be extended to address other types of weakly supervised learning scenarios

The WSAUC framework can be extended to address other types of weakly supervised learning scenarios by adapting the unified formulation to suit the specific characteristics of each scenario. For example, in scenarios involving different types of label noise or varying levels of supervision, the WSAUC framework can be customized by adjusting the parameters and formulations to accommodate these differences. Additionally, new types of partial AUC metrics can be introduced to handle specific challenges in different weakly supervised learning settings. By incorporating these adaptations and extensions, the WSAUC framework can provide a comprehensive solution for a wide range of weakly supervised learning tasks, ensuring robust AUC optimization across diverse scenarios.
0