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In this paper, we prove the decidability for a special class of linear hybrid automata that are planar, monotonic and don't have resets. Planar refers to the�...
Abstract. The paper shows the decidability of the reachability problem for pla- nar, monotonic, linear hybrid automata without resets. These automata are a�...
The paper shows the decidability of the reachability problem for planar, monotonic, linear hybrid automata without resets. These automata are a special�...
The paper shows the decidability of the reachability problem for planar, monotonic, linear hybrid automata without resets. These automata are a special class of�...
The paper shows the decidability of the reachability problem for planar, monotonic, linear hybrid automata without resets. These automata are a special�...
In this paper, we show the decidability of a new subclass of linear hybrid automata. These automata are planar, that is, consist of two state variables,�...
The paper shows the decidability of the reachability problem for planar, monotonic, linearhybrid automata without resets. These automata are a special class�...
The proof of decidability hinges on a new observation that the timed trace language of a planar monotonic automaton can be recognized by a timed automaton,�...
In this paper, we show the decidability of a new subclass of linear hybrid automata. These automata are planar, that is, consist of two state variables,�...
Abstract: The paper shows the decidability of the reachability problem for planar, monotonic, linear hybrid automata without resets. These automata are a�...