Determination of the Minimum Number of Possible Testing Situations in Autonomous Driving Using Critical Phenomena

Authors

  • Gabor Kiss
    Affiliation
    Department of Safety and Security Engineering, Institute of Mechanical Engineering and Security Sciences, Bánki Donát Faculty of Mechanical and Safety Engineering, Óbuda University, Népszínház st. 8., 1081 Budapest, Hungary
  • Peter Bakucz
    Affiliation
    Department of Safety and Security Engineering, Institute of Mechanical Engineering and Security Sciences, Bánki Donát Faculty of Mechanical and Safety Engineering, Óbuda University, Népszínház st. 8., 1081 Budapest, Hungary
  • Agnes Szeghegyi
    Affiliation
    Department of Management and Quantitative Methods, Keleti Károly Faculty of Business and Management, Óbuda University, Tavaszmező st. 15-17., 1084 Budapest, Hungary
https://doi.org/10.3311/PPtr.20767

Abstract

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.

Keywords:

highly autonomous driving (HAD), critical phenomena, traffic situations, testing, minimizing

Citation data from Crossref and Scopus

Published Online

2022-11-16

How to Cite

Kiss, G., Bakucz, P., Szeghegyi, A. (2023) “Determination of the Minimum Number of Possible Testing Situations in Autonomous Driving Using Critical Phenomena”, Periodica Polytechnica Transportation Engineering, 51(1), pp. 8–14. https://doi.org/10.3311/PPtr.20767

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Articles