A NEW INTRINSIC METRICS FOR AIR TRAFFIC COMPLEXITY

Patrice Zombré - Durban University of Technology -
Innocent E. Davidson - Durban University of Technology -
Rafael Lima de Carvalho - Universidade Federal do Tocantins -
Georges Mykoniatis - ECole Nationale de l’Aviation Civile, France -
Felix Mora-Camino - Ecole Nationale de l’Aviation Civile, France -

Abstract

IN THIS PAPER IS PROPOSED A NEW APPROACH FOR THE COMPUTATION OF THE COMPLEXITY OF AIR TRAFFIC SITUATIONS BY DESIGNING AN INTRINSIC METRIC THROUGH THE INTRODUCTION OF AN EQUIVALENT SPATIAL DISTANCE BETWEEN AIRCRAFT, A TRAFFIC CONNECTIVITY GRAPH AND A CRITICALITY FUNCTION.

Keywords: Air Traffic Control - Complexity metrics - Graph theory

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@inproceedings{SIT140,
    author = {Patrice Zombré; Innocent E. Davidson; Rafael Lima de Carvalho; Georges Mykoniatis; Felix Mora-Camino},
    title = {A NEW INTRINSIC METRICS FOR AIR TRAFFIC COMPLEXITY},
    booktitle = {Proceedings of the 2022 Air Transportation Symposium},
    series    = {SITRAER 2022},
    year = {2022},
    pages = {627-635},
    publisher = {SBTA - Brazilian Air Transportation Research Society},
   address = {São José dos Campos, Brazil,}

}

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