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用于真实恶意软件信标数据上无监督异常检测的帕累托最优量子核选择

Pareto-optimal quantum kernel selection for unsupervised anomaly detection on real malware beaconing data

Boaz Micah, Nadia Milazzo, Maissa Beji, Borja Aizpurua, Llorenç Espinosa-Portalés, Esteban Payares, Ghada Ben Slama, Luc Andrea, Michel Kurek, Thomas Cope, Olivier Salomon

arXiv 2610.09717首次发表:更新:

发表机构

Multiverse Computing; IQM Quantum Computers; Tecnun – University of Navarra; Allianz Quantum Hub(Multiverse Computing; IQM量子计算机公司; 特昆——纳瓦拉大学; 安联量子中心)

机构由 AI 辅助整理,请以论文原文为准。

AI 中文总结

提出无监督多目标协议,同时优化NPD和几何差异,从帕累托前沿选择量子核,用于恶意软件信标检测,发现投影核几何差异大但性能略超基线,保真度核性能最优。

AI 中文摘要

量子核方法是机器学习中实现实际量子优势的主要候选方案,但评估这种潜力需要两个通常分开报告的量:核在任务上的表现如何,以及其几何结构与同一问题可用的经典核的偏离程度。我们引入了一种完全无监督的多目标协议,同时优化归一化伪差异(NPD)——一种无标签的异常检测质量代理指标,以及与调优的经典参考核的几何差异(GD),从所得的帕累托前沿中选择模型。我们将其应用于真实网络流量中的恶意软件信标检测,使用具有保真度和投影量子核的单类支持向量机,涵盖四种数据编码,在模拟器和IQM的20量子比特Garnet处理器上进行。仅基于NPD引导的选择找到了一个保真度核,其性能优于调优的经典基线,但几何差异太小,无法证明该增益是量子性的。投影核达到了远大于的几何差异;帕累托选择的核仅略微超过基线(AUC 0.782对0.765,相对于该参考核g_{C→Q}≈89>√N),仍低于NPD选择的保真度核(0.840)。

英文摘要

Quantum kernel methods are leading candidates for a practical quantum advantage in machine learning, but assessing that potential requires two quantities usually reported separately: how well a kernel performs on the task, and how far its geometry departs from the classical kernels available for the same problem. We introduce a fully unsupervised, multi-objective protocol that optimises simultaneously the normalised pseudo discrepancy (NPD), a label-free proxy for anomaly detection quality, and the geometric difference (GD) to a tuned classical reference kernel, selecting models from the resulting Pareto front. We apply it to malware beaconing detection in real network traffic, using a one-class support vector machine with fidelity and projected quantum kernels over four data encodings, on simulators and on IQM's 20-qubit Garnet processor. NPD-guided selection alone finds a fidelity kernel that beats the tuned classical baseline, but with a geometric difference too small to certify the gain as quantum. Projected kernels reach far larger geometric differences; the Pareto-selected one only marginally exceeds the baseline (AUC $0.782$ versus $0.765$, $g_{C\to Q}\approx 89>\sqrt{N}$ relative to that reference kernel), still below the NPD-selected fidelity kernel ($0.840$).

Comments13 pages, 5 figures

论文原文

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