Guidance, Navigation, and Control Conference and Exhibit 1999
DOI: 10.2514/6.1999-3987
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Air traffic controller agent model for free flight

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Cited by 8 publications
(4 citation statements)
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“…This is difficult due to the variety of operational modes and conditions to which CD&R systems may be exposed, but will be necessary in order to select the most effective systems for implementation in the field. [32] H -O T P Bilimoria [33] H -O C(ST) P & G Chakravarthy [19] H -O C(ST) P Frazzoli [34] H -O C(ST) G Tomlin [35] H -O T G Irvine [36] HV -O C(STV) P Ota [37] HV -O C(TV) G Kosecka [38] H -F C(ST) G Zeghal [4] H -F C(ST) G Eby [39,40] HV -F C(STV) G Sridhar [41] H √ --P EGPWS [12] HV √ ---Havel [42] HV √ --P Kelly [3] HV √ --P TCAD [15] HV √ --P GPWS [11] V √ P V -PRM [13] H √ P C(TV) P Bilimoria [43] HV √ P STV P Burgess [44] H √ O TV P Coenen [16] H √ O ST P Gazit [45] H √ O VT P Harper [46] H √ O C(ST) G Iijima [17] H √ O ST P Niedringhaus [47] H √ O C(ST) G Zhao [48] H √ O T P Burdun [49] HV √ O C(STV) P Durand [50] HV √ O T G Ford [51] HV √ O V P Krozel [6,52] HV √ O STV P Love [53] HV √ O TV P Menon [54] HV √ O C(STV) G Niedringhaus [55] HV √ O STV G Schild [56] HV √ O C(TV) P TCAS [14] HV √ O V P Hoekstra [24] HV √ F C(STV) P Zeghal [57] HV √ F C(STV) G Duong [23] HV √ M / F C(STV) P …”
Section: Discussionmentioning
confidence: 99%
“…This is difficult due to the variety of operational modes and conditions to which CD&R systems may be exposed, but will be necessary in order to select the most effective systems for implementation in the field. [32] H -O T P Bilimoria [33] H -O C(ST) P & G Chakravarthy [19] H -O C(ST) P Frazzoli [34] H -O C(ST) G Tomlin [35] H -O T G Irvine [36] HV -O C(STV) P Ota [37] HV -O C(TV) G Kosecka [38] H -F C(ST) G Zeghal [4] H -F C(ST) G Eby [39,40] HV -F C(STV) G Sridhar [41] H √ --P EGPWS [12] HV √ ---Havel [42] HV √ --P Kelly [3] HV √ --P TCAD [15] HV √ --P GPWS [11] V √ P V -PRM [13] H √ P C(TV) P Bilimoria [43] HV √ P STV P Burgess [44] H √ O TV P Coenen [16] H √ O ST P Gazit [45] H √ O VT P Harper [46] H √ O C(ST) G Iijima [17] H √ O ST P Niedringhaus [47] H √ O C(ST) G Zhao [48] H √ O T P Burdun [49] HV √ O C(STV) P Durand [50] HV √ O T G Ford [51] HV √ O V P Krozel [6,52] HV √ O STV P Love [53] HV √ O TV P Menon [54] HV √ O C(STV) G Niedringhaus [55] HV √ O STV G Schild [56] HV √ O C(TV) P TCAS [14] HV √ O V P Hoekstra [24] HV √ F C(STV) P Zeghal [57] HV √ F C(STV) G Duong [23] HV √ M / F C(STV) P …”
Section: Discussionmentioning
confidence: 99%
“…In this context, the principles of negotiations are a way to implement distributed iterative optimization of IAAS operations. In [22] Harpert et al propose an agent-oriented model of an ATM in a free flight and a model of distributed decision making for the resolution of conflicts in the ATM. This proposal includes a distributed optimization scheme in which the agents generate and evaluate proposals options that best suit their preferences on a utility function and a multiattribute decision tree scheme.…”
Section: Multiagent Approaches For Future Air Traffic Scenariosmentioning
confidence: 99%
“…Several recent papers have focused on solving CD&R problems [4,13,20,24,31,26,33,25,27,14,21,16,10,6,29,2,34,3,7,23,18,11,39,1,12,9,15,8,36,37]. In a recent comprehensive survey, Kuchar and Yang [26] consider the problems of conflict detection and resolution separately; we focus on conflict resolution in this paper.…”
Section: Introductionmentioning
confidence: 99%
“…First, optimized conflict resolution produces a resolution maneuver which minimizes a given cost, a function of deviation from the original trajectory, flight time, fuel consumption, or energy. [33,25,27,13,14,21,16,10,6,20,29,2,15,1]. Menon et al [29] consider conflict resolution as a multi-participant optimal control problem, which they solve using parameter optimization and state-constrained trajectory optimization.…”
Section: Introductionmentioning
confidence: 99%