The 10th International Symposium of Mathematics and its Applications

Title: The 10th International Symposium of Mathematics and its Applications

Research Question: How can models of asynchronous circuits be generalized to include delay, C elements, and combinational circuits?

Methodology: The authors propose a new notion of limit condition that generalizes the delay condition and includes models of delay circuits, C elements, and combinational circuits. They use the Muller condition and the stability condition induced by f to model asynchronous circuits.

Results: The authors present several theorems and definitions that help to generalize the models of asynchronous circuits. They introduce the concept of limit condition, which is used to model the behavior of signals in these circuits. They also discuss special cases such as the stability condition, Muller condition, and f-stability condition.

Implications: The research has implications for the field of circuit theory and could potentially lead to new designs and understanding of asynchronous circuits. The generalization of models allows for a more comprehensive approach to studying these circuits and their behavior.

Link to Article: https://arxiv.org/abs/0402041v1 Authors: arXiv ID: 0402041v1