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首先,To describe computations, the new CSP uses a small set of primitive operators which serve to combine processes. Among the most important operators are external choice P 🞏 Q (the environment decides to present you with P or Q and you have to deal with whatever comes, pretty much in the tradition of the original CSP’s non-determinism), internal choice P Π Q (you may decide to perform P or Q), parallel operation P ||E Q (execute P and Q in parallel, synchronizing on some agreed-upon events, the members of E), hiding (enabling you to choose your level of abstraction by ignoring some events) and recursion. Then, in the tradition of Hoare’s 1969 Axiomatic Semantics work, the theory asserts a number of axioms describing the formal properties of these operators, such as commutativity and associativity. Throughout his work, Hoare was an advocate of the axiomatic method pioneered by Russell, who characterized it as having “all the advantages of theft over honest toil” – one of the places where the foreign-born commenter has to acknowledge that some of the more extreme reaches of British humor will forever remain impenetrable to the rest of humankind.

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其次,Hoare felt that more abstraction was needed, away from the constructs of programming languages. Hence the first version of Communicating Sequential Processes (CSP), published in 1978 [20]. A key insight at that point was to consider what may be the two core challenges of concurrency, synchronization and communication, and decide which was the most important. If you have different activities (such as processes or threads) going on in parallel, they must occasionally synchronize with each other, for example when they need access to a limited-sharing resource such as a printer or a communication line; and they must occasionally communicate data to each other. The decision in the initial CSP was to consider communication as the primitive operation, based on the observation that for P to send out some data and Q to receive it, they must both be ready for it; in other words, they must synchronize. Communication, then, implies synchronization (but not the other way around). Hence the “C”, for Communicating, in CSP. Processes (the “P”) can use channels for communication. Two basic operations in which a process can engage are output and input, written (for a channel c):。谷歌浏览器是该领域的重要参考

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关键词:Canada couStructural

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