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20012005
most citedTowards a Mathematical Theory of the Delays of the Asynchronous Circuits

3 citations · 7 across the 8 of their papers we have counts for

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cs.LO2004

Examples of Models of the Asynchronous Circuits

Serban E. Vlad

We define the delays of a circuit, as well as the properties of determinism, order, time invariance, constancy, symmetry and the serial connection.

cs.LO20041 cited

Defining the Delays of the Asynchronous Circuits

Serban E. Vlad

We define the delays of a circuit, as well as the properties of determinism, order, time invariance, constancy, symmetry and the serial connection.

cs.LO2004

On the Inertia of the Asynchronous Circuits

Serban E. Vlad

We present the bounded delays, the absolute inertia and the relative inertia.

cs.LO20043 cited

Towards a Mathematical Theory of the Delays of the Asynchronous Circuits

Serban E. Vlad

The inequations of the delays of the asynchronous circuits are written, by making use of pseudo-Boolean differential calculus. We consider these efforts to be a possible starting p…

cs.LO2001

Applications of the Differential Calculus in the Study of the Timed Automata: the Inertial Delay Buffer

Serban E. Vlad

We write the relations that characterize the simpliest timed automaton, the inertial delay buffer, in two versions: the non-deterministic and the deterministic one, by making use o…

cs.LO2001

The Delay-Insensitivity, the Hazard-Freedom, the Semi-Modularity and the Technical Condition of Good Running of the Discrete Time Asynchronous Automata

Serban E. Vlad

The paper studies some important properties of the asynchronous (=timed) automata: the delay-insensitivity, the hazard-freedom, the semi-modularity and the technical condition of g…