A.J.C. van Gemund, "Spc programming power: A conjecture." Personal Communication.

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This paper is cited in the following contexts:
An Algorithm for Transforming NSP to SP Graphs - Escribano, van Gemund (1996)   (1 citation)  Self-citation (Van gemund)   (Correct)

....enough to define all the problems programmers are interested on, but in a way which keeps it possible to analyze, check correctness, and integrate it in a software engineering process. A crucial assumption upon which the development of the SPC model has been based, is the following: Conjecture: [2] A very large class of parallel computations including all practical applications, expressed in a way with no restriction on the synchronization structure, can be written in a SPC language without breaking the original semantics of the problem, in such a way that the computational time is not more ....

....has a high upper bound. And is no matter the way we do synchronizations. We can always find a way to recolocate the task loads, so the conjecture is not true. But we know that with mutual exclusion is very easy to reconfigure any example with this structure in a way that the conjecture is true [2]. Representing the problem of a macropipeline with NSP syntaxis we are adding overspecification. We can use the results we have as a basis for the approach to the NSPC SPC transformation. Finally, we can conclude that this is only a first step in the real problem. We must continue obtaining more ....

A.J.C. van Gemund, "Spc programming power: A conjecture." Personal Communication.

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