从数字流行病学到量子流行病学:用于病毒性传染病相关大数据的量子数据湖概念

Olga Kolesnichenko, Igor Nakonechniy, Yuriy Kolesnichenko
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引用次数: 0

摘要

量子流行病学的发展代表了流行病学转型的下一个预期阶段,其驱动力是新量子技术的出现。流行病学目前正在向数字时代过渡,经历着从数据驱动到价值驱动战略的范式转变。流行病学数据的特点是不确定性、多维性和断开性,因此与数据展示、价值创造和建模的首选量子方法相关联。此类复杂流行病学数据的例子包括 DNA 病毒与相关症状和疾病的数据。量子数据湖概念由多个层和量子工具组成,包括罗布森语义三元组、量子通用交换语言、双曲狄拉克网、"量子核糖体 "结构、量子随机存取存储器、远距传输、量子查询语言、非赫米特门和张量网络(如矩阵乘积态、投影纠缠对态和多尺度纠缠重正化解析[MERA]),以及PT对称特性。PT 对称性可以作为一种直观的建模工具,而 PT 对称性破缺可以检测数据湖中永久更新的信息中隐藏的转变。计算输出以复数的形式呈现为 PT 对称损益平衡打破,即流行病建模的两种可能变体。对 MERA 而言,自发 PT 对称性破缺的非恒定性理论上可表现为对纠缠单调性和局部纠缠增益的违反,从而导致粗粒度变换的不可逆特性。PT 对称平衡破缺的二重性可以与同时估计最佳和最差情况等进行比较,或者纠缠增益可以显示嵌入数据的某些研究参数之间的显著相关性。数字流行病学与量子流行病学的根本区别在于量子逻辑的实现和对量子理论的依赖。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
From digital to quantum epidemiology: The Quantum Data Lake concept for big data related to viral infectious diseases
The development of quantum epidemiology represents the next anticipated phase in epidemiology transformation, driven by the emergence of new quantum technologies. Epidemiology is currently transitioning into the digital era and undergoing a paradigm shift from a data-driven to a value-driven strategy. Epidemiology data are characterized by uncertainty, multidimensionality, and disconnection, thereby correlating with the preferential quantum approach for data exposition, value creation, and modeling. Examples of such complex epidemiology data include the data on DNA viruses with associated symptoms and diseases. The Quantum Data Lake concept is proposed and consists of several layers and quantum tools, including Robson semantic triples, Quantum Universal Exchange Language, Hyperbolic Dirac Net, “quantum ribosome” structure, quantum random access memory, teleportation, Quantum Query Language, non-Hermitian gates, and tensor networks (e.g., matrix product state, projected entangled pair state, and multiscale entanglement renormalization ansatz [MERA]), alongside PT-symmetry properties. PT-symmetry can serve as an intuitive modeling tool, and PT-symmetry breaking can detect the hidden shift in the information that is permanently updated in the Data Lake. The computational output is presented as PT-symmetry gain/loss equilibrium breaking in the form of a complex number, i.e., two possible variants of epidemic modeling. For MERA, non-Hermiticity with spontaneous PT-symmetry breaking can theoretically appear as a violation of the entanglement monotonicity and local entanglement gain, leading to a non-reversible character of the coarse-graining transformation. The duality of PT-symmetry equilibrium breaking can be compared to, for example, the estimation of the best and worst scenarios simultaneously, or the gain of entanglement can display a significant correlation between some studied parameters embedded into the data. The fundamental difference between digital and quantum epidemiology is the implementation of quantum logic and reliance on a quantum theory.
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