用信息论方法优化高能物理探测器,让设计更智能高效。
End-to-End Optimal Detector Design with Mutual Information Surrogates
- 用局部深度学习代理模型逼近物理目标函数梯度。
- 互信息优化结果接近顶尖物理启发方法,验证有效性。
- 适合需要突破传统设计的高能物理探测器研发者。
我们提出一种端到端黑箱优化高能物理(HEP)探测器的新方法,采用局部深度学习(DL)代理模型近似一个封装粒子-物质相互作用与物理分析目标复杂关系的标量目标函数。除了领域内常用的基于重建的指标外,还探索了信息论指标——互信息。与传统方法不同,互信息具有任务无关性,提供更宽泛的优化范式,不受预设目标限制。我们在真实物理分析场景中验证该方法:基于模拟粒子相互作用,优化量能器各层厚度。代理模型学习目标函数梯度,实现对能量分辨率的高效优化。研究揭示三点关键发现:(1)基于局部代理的端到端黑箱优化在探测器设计中切实可行且具吸引力,可直接针对物理分析目标优化探测器参数;(2)基于互信息的优化结果与当前最先进的物理启发方法高度一致,表明其接近最优,增强其在HEP探测器设计中的可靠性;(3)信息论方法为科学仪器优化提供了强大且可推广的框架。通过信息论视角重构优化过程,而非依赖领域特定启发式,互信息使探索超越传统方法的新发现路径成为可能。
原文摘要 · Abstract (English)
We introduce a novel approach for end-to-end black-box optimization of high energy physics (HEP) detectors using local deep learning (DL) surrogates. These surrogates approximate a scalar objective function that encapsulates the complex interplay of particle-matter interactions and physics analysis goals. In addition to a standard reconstruction-based metric commonly used in the field, we investigate the information-theoretic metric of mutual information. Unlike traditional methods, mutual information is inherently task-agnostic, offering a broader optimization paradigm that is less constrained by predefined targets. We demonstrate the effectiveness of our method in a realistic physics analysis scenario: optimizing the thicknesses of calorimeter detector layers based on simulated particle interactions. The surrogate model learns to approximate objective gradients, enabling efficient optimization with respect to energy resolution. Our findings reveal three key insights: (1) end-to-end black-box optimization using local surrogates is a practical and compelling approach for detector design, providing direct optimization of detector parameters in alignment with physics analysis goals; (2) mutual information-based optimization yields design choices that closely match those from state-of-the-art physics-informed methods, indicating that these approaches operate near optimality and reinforcing their reliability in HEP detector design; and (3) information-theoretic methods provide a powerful, generalizable framework for optimizing scientific instruments. By reframing the optimization process through an information-theoretic lens rather than domain-specific heuristics, mutual information enables the exploration of new avenues for discovery beyond conventional approaches.
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