arXiv:2511.17624cs.LG2025-11

提出可自适应变化环境的量子启发因果学习框架。

QML-HCS: A Hypercausal Quantum Machine Learning Framework for Non-Stationary Environments

  • 融合量子叠加与动态因果反馈,构建可逆变换的超因果核心
  • 在输入分布突变时保持内部一致性,无需全量重训练
  • 适合研究因果推理与混合计算的科研人员使用

QML-HCS 是一个面向非平稳环境的量子启发机器学习研究级框架,旨在解决传统模型在数据分布漂移下缺乏持续适应、因果稳定性和状态一致更新机制的问题。该框架通过统一架构集成量子启发的叠加原理、动态因果反馈和确定性-随机混合执行,实现对变化环境的自适应行为。其核心具备可逆变换、多路径因果传播及漂移条件下备选状态评估能力,并通过持续反馈维持因果一致性,避免全量重训练。框架提供可复现、可扩展的 Python 接口,配备高效计算模块,支持在无专用硬件条件下开展量子启发学习、因果推理与混合计算实验。最小模拟验证了模型在输入分布突变时仍能保持内部连贯性。本版本确立了未来理论拓展、基准测试及与经典/量子仿真平台集成的基础架构。

原文摘要 · Abstract (English)

QML-HCS is a research-grade framework for constructing and analyzing quantum-inspired machine learning models operating under hypercausal feedback dynamics. Hypercausal refers to AI systems that leverage extended, deep, or nonlinear causal relationships (expanded causality) to reason, predict, and infer states beyond the capabilities of traditional causal models. Current machine learning and quantum-inspired systems struggle in non-stationary environments, where data distributions drift and models lack mechanisms for continuous adaptation, causal stability, and coherent state updating. QML-HCS addresses this limitation through a unified computational architecture that integrates quantum-inspired superposition principles, dynamic causal feedback, and deterministic-stochastic hybrid execution to enable adaptive behavior in changing environments. The framework implements a hypercausal processing core capable of reversible transformations, multipath causal propagation, and evaluation of alternative states under drift. Its architecture incorporates continuous feedback to preserve causal consistency and adjust model behavior without requiring full retraining. QML-HCS provides a reproducible and extensible Python interface backed by efficient computational routines, enabling experimentation in quantum-inspired learning, causal reasoning, and hybrid computation without the need for specialized hardware. A minimal simulation demonstrates how a hypercausal model adapts to a sudden shift in the input distribution while preserving internal coherence. This initial release establishes the foundational architecture for future theoretical extensions, benchmarking studies, and integration with classical and quantum simulation platforms.

量子启发因果推理自适应学习

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