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Titlebook: Algorithm Synthesis: A Comparative Study; D. M. Steier,A. P. Anderson Book 1989 Springer-Verlag New York Inc. 1989 N-Queens.Quicksort.Scho

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期刊全称Algorithm Synthesis: A Comparative Study
影响因子2023D. M. Steier,A. P. Anderson
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图书封面Titlebook: Algorithm Synthesis: A Comparative Study;  D. M. Steier,A. P. Anderson Book 1989 Springer-Verlag New York Inc. 1989 N-Queens.Quicksort.Scho
影响因子In early 1986, one of us (D.M.S.) was constructing an artificial intelligence system to design algorithms, and the other (A.P.A.) was getting started in program transformations research. We shared an office, and exchanged a few papers on the systematic development of algorithms from specifications. Gradually we realized that we were trying to solve some of the same problems. And so, despite radical differences between ourselves in research approaches, we set out together to see what we could learn from these papers. That‘s how this book started: a couple of graduate students trying to cope with The Literature. At first, there was just a list of papers. One of us (D.M.S.) tried to cast the papers in a uniform framework by describing the problem spaces searched, an approach used in artificial intelligence for understanding many tasks. The generalized problem space descriptions, though useful, seemed to abstract too much, so we decided to compare papers by different authors dealing with the same algorithm. These comparisons proved crucial: for then we began to see similar key design choices for each algorithm.
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Warum die Demokratie die Medien brauchtudied areas in algorithm design, both because one can produce a wide variety of useful algorithms, and because of the importance of sorting in practical applications: it has been estimated that more than 25 percent of all computer time is spent in sorting [37]. In this chapter we will study insertio
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Warum die Demokratie die Medien brauchtgarbage collection; thus the relation is represented by a directed graph with a maximum outdegree of two. The basic idea of the method is to traverse the graph depth-first, but avoid the maintenance of a parameter stack. Instead of a stack, the algorithm maintains a record of the path from a vertex
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In Bedrängnis: Journalismus in ÖsterreichThe Cartesian product of two sets is the set of all pairs of elements such that the first element of the pair is in one input set and the second element is in the other input set. We discuss derivations of algorithms to find Cartesian set products from Manna and Waldinger [42] and from Smith [53].
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Andy Kaltenbrunner,Daniela KrausIn sequential algorithms, reachability in a directed graph is often determined by depth-first search. Starting at a given vertex, a depth-first spanning tree is constructed by recursively searching all successors. To prevent looping, each vertex is marked before visiting its successors, and a marked vertex is not searched again.
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https://doi.org/10.1007/978-3-658-34633-1The problem of placing some number of queens, usually eight, on a chessboard so that no queen can capture another is a classic example of a problem that lends itself to solution by a backtracking algorithm. In this chapter, we compare derivations of the algorithm for this problem by Balzer [4], Smith [55], and Wirth [61].
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