Language Hierarchies and Interfaces: International Summer by E. W. Dijkstra (auth.), Prof. Dr. Dr. h.c. Dr. Friedrich L.

By E. W. Dijkstra (auth.), Prof. Dr. Dr. h.c. Dr. Friedrich L. Bauer, E. W. Dijkstra, A. Ershov, M. Griffiths, C. A. R. Hoare, W. A. Wulf, Prof. Dr. Klaus Samelson (eds.)

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I at the end. 4 , we could also have placed it at the beginning, dealing (in some order) with the successors; temporarily. ) A sqlusisn with a fine-qrained mutator as well. From the above it is obvious that no harm is done if at random moments a daemon would shade a reachable node. We now assume a very friendly daemon 54 that between any two successive actions A2 of the mutator shades the target node of the last placed edge. For the initial state of an action during a marking cycle, we can now assert (besides A2 P2 and P3 ) the absence of an edge from a black node to a white one, regardless of the question whether the last shading by the friendly daemon took place during the current marking phase, invariant daemon, or earlier.

4] D. Scott. "Outline of a Mathematical Theory of Computation," PRG-7. Programming Research Group, Oxford University. [5] E . W . Dijkstra. "Cooperating Sequential Processes," in programming Languages, ed. F. Genuys. [6] C. A. R. Hoare. Academic Press, 1968. "Notes on Data Strueturin&," in Structured Programming, by E. W. Dijkstra, O. J. D~I~ C. A. R. Hoare. Academic press, 1972. [7] C. A. R. Hoare. "procedures and Parameters: an Axiomatic Approach," in S~mposi~n on Semantics of Algorithmic Languages, ed.

Memo functions: Prentice-Hall, 1973. a language feature with 'rote learning' MIP-R-29, Edinburgh University, (November 1967 ) • M. E. Conway. "Design of a Separable Transition Diagram Compiler," Com~. ACM 6, 396-408, (1965). [12] M. Clint. "Program Proving: Coroutines," Aeta Informatica 2, 50-63, (1973). [13] R . W . Floyd. ACM 14, 4, pp. 636-644, [14] (1967). N. Wirth. "The Programming Language PI~CAL," Acta Informatica i, i (1971), pP. 35-63. [15] E. A. Ashcroft, Z. Manna. [16] E . W . Dijkstra.

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