By Jordi Cortadella, Alex Yakovlev, Grzegorz Rozenberg
This LNCS cutting-edge Survey is dedicated to the really previous and famous behavioral paradigm in computing, concurrency, and to the ways that concurrency is exhibited or might be exploited in electronic units. The 9 chapters provided are prepared in 4 components on formal equipment, asynchronous circuits, embedded structures layout, and timed verification and function research.
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Additional resources for Concurrency and Hardware Design
The complete state graph for this speciﬁcation contains 64 states and would be hard to ﬁnd without the using the speciﬁcation composition. 2 Dining Philosophers: Implementation Figure 17 shows an implementation of the meal scheduler consisting of three SEQUENCERs. This implementation closely follows Dijkstra’s solution . Each SEQUENCER corresponds to a semaphore guarding the usage of a fork. The connections between the SEQUENCERs implicitly force an order in the assignment of forks to philosophers.
1, 2, 4, 7, 8, 9, 11, 13, 15, 18  Tom Verhoeﬀ. Analyzing speciﬁcations for delay-insensitive circuits. In Proc. International Symposium on Advanced Research in Asynchronous Circuits and Systems, pages 172–183, 1998. A Programming Approach to the Design of Asynchronous Logic Blocks Mark B. Josephs and Dennis P. uk Abstract. Delay-Insensitive Sequential Processes is a structured, parallel programming language. It facilitates the clear, succinct and precise speciﬁcation of the way an asynchronous logic block is to interact with its environment.
D? ∇ d! a) ∼P × Q b) ∼|[a, b :: ∼P × Q]| Fig. 11. The Factorization Theorem tells us what the rest of the implementation is: another two-input MERGE For processes P and Q we write P ⊗ Q to denote their rounded product [P × Q]. Our second deﬁnition concerns snippets. Informally, a snippet is a special process that makes the most guarantees and the least demands. The most guarantees means that the process always guarantees progress, if an output is possible. The least demands means that the process never demands an input and the environment never produces a miracle.