2017 American Control Conference (ACC) 2017
DOI: 10.23919/acc.2017.7963006
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Compositional abstraction refinement for control synthesis under lasso-shaped specifications

Abstract: Abstract-This paper presents a compositional approach to specification-guided abstraction refinement for control synthesis of a nonlinear system associated with a method to overapproximate its reachable sets. The control specification consists in following a lasso-shaped sequence of regions of the state space. The dynamics are decomposed into subsystems with partial control, partial state observation and possible overlaps between their respective observed state spaces. A finite abstraction is created for each … Show more

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Cited by 7 publications
(16 citation statements)
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References 26 publications
(36 reference statements)
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“…In layer 2, if regions of interest π i , π j ∈ Π cannot be connected in P \Obs, the first abstraction layer S Π needs to be updated with the physical constraints: (π i , π j ) / ∈ δ Π and (π j , π i ) / ∈ δ Π . In layer 3, if we fail to synthesize a controller within reasonable refinement iterations, the abstraction refinement algorithm can be combined with the plan revision approach in [15] to look for alternative plans Λ i .…”
Section: B Hierarchical Decomposition Of An Ltl Control Problemmentioning
confidence: 99%
“…In layer 2, if regions of interest π i , π j ∈ Π cannot be connected in P \Obs, the first abstraction layer S Π needs to be updated with the physical constraints: (π i , π j ) / ∈ δ Π and (π j , π i ) / ∈ δ Π . In layer 3, if we fail to synthesize a controller within reasonable refinement iterations, the abstraction refinement algorithm can be combined with the plan revision approach in [15] to look for alternative plans Λ i .…”
Section: B Hierarchical Decomposition Of An Ltl Control Problemmentioning
confidence: 99%
“…Meyer et al propose an abstraction refinement algorithm for a fragment of LTL specifications [9], where a nominal single integrator model is used to find a viable plan which is used to refine abstractions locally along the planned path. As the nominal model is not based on the system dynamics, this heuristic may or may not give quick convergence.…”
Section: B Related Workmentioning
confidence: 99%
“…Data tes berupa rute perjalanan pengiriman produk diproses menggunakan kedua metode tersebut dan akan didapatkan hasil berupa jarak terdekat, waktu tersingkat dan juga biaya terendah yang harus dikeluarkan saat melakukan perjalanan. Kedua metode tersebut diimplementasikan menjadi sebuah program menggunakan platform microsoft Visual Studio 2017 dan bahasa pemrograman visual basic [6,7]. Metode Held-Karp sangat cocok diterapkan pada kasus pengiriman produk, karena metode Held-Karp dapat menghitung proses dari awal keberangkatan sampai akhir titik tujuan dan metode Held-Karp juga menghitung jarak kembali dari titik akhir ke titik awal [8,9].…”
Section: Pengolahan Dataunclassified