利用临界现象确定自动驾驶中可能的测试情况的最小数量

Q2 Engineering
Gábor Kiss, P. Bakucz, Á. Szeghegyi
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引用次数: 1

摘要

本文的主要任务是基于临界现象,即渗流理论,定义自动驾驶中交通节点动力学的临界最小测试次数。节点的关键(最小)测试次数意味着我们如何在图上使用“状态跟随状态”系统来表示具有关键渗透路径的节点的流量动态。沿着渗流路径的测试用例,即参与形成新相的测试用例代表了整个测试系统,并且是最小的。在这篇文章中,我们展示了要执行的640个测试中,只有不到10个必须实现,并且对发布过程具有代表性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Determination of the Minimum Number of Possible Testing Situations in Autonomous Driving Using Critical Phenomena
The main task of the article is to define the critical minimum number of tests for the dynamics of a traffic node in autonomous driving based on critical phenomena, i.e. the percolation theory. The critical (minimum) number of tests of a node means how we can represent the traffic dynamics of a node with critical, percolating path using a "state-following state" system on the graph. The test cases along the percolation path, i.e., those involved in the formation of the new phase, represent the entire test system and are minimal. In the article we show that only less than 10 of the 640 tests to be performed have to be realized and are representative for release processes.
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来源期刊
Periodica Polytechnica Transportation Engineering
Periodica Polytechnica Transportation Engineering Engineering-Automotive Engineering
CiteScore
2.60
自引率
0.00%
发文量
47
期刊介绍: Periodica Polytechnica is a publisher of the Budapest University of Technology and Economics. It publishes seven international journals (Architecture, Chemical Engineering, Civil Engineering, Electrical Engineering, Mechanical Engineering, Social and Management Sciences, Transportation Engineering). The journals have free electronic versions.
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