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IEEE Transactions on Computers, 1974
This paper introduces a class of programmable cellular arrays, called control arrays, and presents a technique for programming these arrays to realize asynchronous control systems. Control arrays are two-dimensional uniform networks composed of a collection of identical cells that can be independently programmed to one of two internal states. A control
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This paper introduces a class of programmable cellular arrays, called control arrays, and presents a technique for programming these arrays to realize asynchronous control systems. Control arrays are two-dimensional uniform networks composed of a collection of identical cells that can be independently programmed to one of two internal states. A control
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Asynchronous cellular automata and asynchronous automata for pomsets
1998Asynchronous cellular automata and asynchronous automata have been introduced by Zielonka [14] for the study of Mazurkiewicz traces. In [2] Droste & Gastin generalized the first to pomsets. We show that the expressiveness of monadic second order logic and asynchronous cellular automata are different in the class of all pomsets without auto-concurrency.
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ASYNCHRONOUS COMBINGS OF GROUPS
International Journal of Algebra and Computation, 1992\textit{S. M. Gersten} and \textit{H. B. Short} [in Ann. Math., II. Ser. 134, 125-158 (1991; Zbl 0744.20035)] proved various results for biautomatic groups. For instance, the conjugacy problem is solvable, centralizers of finite sets are finitely presented, polycyclic subgroups are virtually abelian.
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Proceedings of the Seventh IEEE International Workshop on Object-Oriented Real-Time Dependable Systems. (WORDS 2002), 2003
Romain Boichat +2 more
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Romain Boichat +2 more
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Finite-region asynchronous H∞ control for 2D Markov jump systems
Automatica, 2021Peng Cheng, Shuping He, Xiaoli Luan
exaly
Proceedings Third NASA/DoD Workshop on Evolvable Hardware. EH-2001, 2002
Alexander H. Jackson, Andrew M. Tyrrell
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Alexander H. Jackson, Andrew M. Tyrrell
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