计算机科学
缩小
展示广告
数学优化
凸优化
乘法函数
资源配置
对偶(语法数字)
运筹学
杠杆(统计)
在线广告
框架(结构)
随机优化
随机梯度下降算法
指数函数
对抗制
在线算法
正多边形
梯度下降
桥(图论)
最优化问题
人工智能
不确定度归约理论
概念框架
线性规划
作者
Davood Shamsi,Robert Luenberger,Yinyu Ye
出处
期刊:Operations Research
[Institute for Operations Research and the Management Sciences]
日期:2026-03-30
标识
DOI:10.1287/opre.2024.0737
摘要
“Risk Minimization as a Framework for Online Allocation in Display Advertising,” by Davood Shamsi, Robert Luenberger, and Yinyu Ye, revisits a foundational approach to real-time resource allocation. The study draws a conceptual bridge between earlier risk minimization models and more recent dual mirror descent methods, two influential paradigms in online optimization. Although both frameworks generate similar exponential price update rules, this research shows they arise from distinct modeling perspectives: one grounded in convex risk minimization and the other in Bregman divergence and mirror descent. By framing dual updates through a risk-aware lens, the authors recover widely used allocation strategies—including greedy, linear, and multiplicative weights—as special cases. The paper broadens the theoretical toolkit for online resource allocation and highlights how incorporating uncertainty directly into the optimization framework can yield flexible, interpretable, and robust algorithms across stochastic and adversarial settings.
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