Coping with Randomness in Highly Complex Sys-tems Using the Example of Quantum-Inspired Traffic Flow Optimization

Maria Haberland, L. Hohmuth
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Abstract

Developing new solutions to complicated large-scale problems typically requires large-scale numerical simulation. Therefore, traffic simulations often run against randomized simulations instead of real-world traffic situations. This paper demonstrates a method to calculate the statistical significance of numerical simulations and optimizations in the presence of numerous random variables in complex systems using one-sided paired t-tests. While the paper covers a specific Fujitsu traffic-optimization project which uses SUMO for simulating the traffic situation, the method can be applied to many similar projects where a complete investigation of the solution space is not feasible due to the size of the solution space.
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基于量子交通流优化的高度复杂系统随机性处理
开发复杂的大规模问题的新解决方案通常需要大规模的数值模拟。因此,交通模拟通常针对随机模拟,而不是真实的交通情况。本文展示了一种在复杂系统中使用单侧配对t检验来计算大量随机变量存在的数值模拟和优化的统计显著性的方法。虽然本文涉及的是一个特定的富士通交通优化项目,该项目使用SUMO来模拟交通状况,但该方法可以应用于许多类似的项目,这些项目由于解空间的大小而无法对解空间进行完整的调查。
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