Add to ORKGPolygonal differential inclusion systems (SPDI) are a subclass of planar hybrid automata which can be represented by piecewise constant differential inclusions. The reachability problem as well as the computation of certain objects of the phase portrait is decidable. In this paper we show how to compute the viability, controllability and invariance kernels, as well as semi-separatrix curves for SPDIs. We also present the tool SPEEDI, which implements a reachability algorithm and computes phase portraits of SPDIs
Hybrid systems are systems that exhibit both discrete and continuous behavior. Reachability, the que...
Polygonal hybrid systems are a subclass of planar hybrid automata which can be represented by piece...
Andrei Sandler, and Olga Tveretina, ‘ParaPlan: A Tool for Parallel Reachability Analysis of Planar P...
AbstractPolygonal differential inclusion systems (SPDI) are a subclass of planar hybrid automata whi...
Polygonal hybrid systems are a subclass of planar hybrid automata which can be represented by piece...
Polygonal hybrid systems (SPDI) are a subclass of planar hybrid automata which can be represented by...
Polygonal hybrid systems (SPDI) are a subclass of planar hybrid automata which can be represented by...
A polygonal differential inclusion system (SPDI) is a non-deterministic planar hybrid system which c...
International audienceIn this work we are concerned with the formal verification of two-dimensional ...
AbstractIn this work we are concerned with the formal verification of two-dimensional non-determinis...
Polygonal hybrid systems (SPDI) are a subclass of planar hybrid automata which can be represented by...
Polygonal hybrid systems are a subclass of planar hybrid automata which can be represented by piecew...
Polygonal hybrid systems (SPDIs) are planar hybrid systems, whose dynamics are defined in terms of c...
Polygonal hybrid systems (SPDIs) are planar hybrid systems, whose dynamics are defined in terms of c...
Hybrid systems combining discrete and continuous dynamics arise as mathematical models of various ar...
Hybrid systems are systems that exhibit both discrete and continuous behavior. Reachability, the que...
Polygonal hybrid systems are a subclass of planar hybrid automata which can be represented by piece...
Andrei Sandler, and Olga Tveretina, ‘ParaPlan: A Tool for Parallel Reachability Analysis of Planar P...
AbstractPolygonal differential inclusion systems (SPDI) are a subclass of planar hybrid automata whi...
Polygonal hybrid systems are a subclass of planar hybrid automata which can be represented by piece...
Polygonal hybrid systems (SPDI) are a subclass of planar hybrid automata which can be represented by...
Polygonal hybrid systems (SPDI) are a subclass of planar hybrid automata which can be represented by...
A polygonal differential inclusion system (SPDI) is a non-deterministic planar hybrid system which c...
International audienceIn this work we are concerned with the formal verification of two-dimensional ...
AbstractIn this work we are concerned with the formal verification of two-dimensional non-determinis...
Polygonal hybrid systems (SPDI) are a subclass of planar hybrid automata which can be represented by...
Polygonal hybrid systems are a subclass of planar hybrid automata which can be represented by piecew...
Polygonal hybrid systems (SPDIs) are planar hybrid systems, whose dynamics are defined in terms of c...
Polygonal hybrid systems (SPDIs) are planar hybrid systems, whose dynamics are defined in terms of c...
Hybrid systems combining discrete and continuous dynamics arise as mathematical models of various ar...
Hybrid systems are systems that exhibit both discrete and continuous behavior. Reachability, the que...
Polygonal hybrid systems are a subclass of planar hybrid automata which can be represented by piece...
Andrei Sandler, and Olga Tveretina, ‘ParaPlan: A Tool for Parallel Reachability Analysis of Planar P...