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

Download

Full text available here

Citing

@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,}

}

Save link as to get the .Bib file

License

The contents of this article can be used given that the authors are cited. The reproduction of the whole article in any medium is forbidden, unless authorized by the authors.