Generation of the Hichart Program Diagrams
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概要
- 論文の詳細を見る
This paper concerns methods of generating tree-structured program diagrams. The first part introduces an implementation of a system for generating Hichart [1, 7] diagrams. The drawing of the diagrams is then discussed. Several eumorphous conditions are formalized for tree-structured diagrams that consist of non-uniform sized cells. Some are conversions of conditions for trees [2-4], and some are extensions of recent results [12]. It is shown that some eumorphous conditions correspond to O(n) and O(n^4) time complexity algorithms and to an NP-hard problem, analogously to conditions for trees [6]. Finally, several methods are introduced that provide diagrams satisfying eumorphous conditions introduced here. It is noted that this system for generating Hichart program diagrams is the first that employs formalized eumorphous conditions and corresponding formalized methods, and that the results given in this paper can be applied to all tree-structured diagrams, including PAD, SPD, and TSF program diagrams.
- 一般社団法人情報処理学会の論文
- 1992-10-31
著者
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Okada Naoyuki
Nec Corp.
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YAKU Takeo
Department of Computer Science and System Analysis, Nihon University
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TSUCHIDA Kensei
Department of Information and Computer Sciences, Toyo University
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Yaku T
Nihon Univ.
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Yaku Takeo
Department Of Computer Science And System Analysis Nihon University
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Unno Hiroshi
Department Of Information Sciences Tokyo Denki University
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Kishimoto Miki
Fujitsu Ltd.
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OGURA KOICHI
Academic Computing Center, Hokkaido Tokai University
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GO NOBUYOSHI
Academic Computing Center, Tokai University
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MIYADERA YOUZOU
Department of Information Sciences, Tokyo Denki University
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Go Nobuyoshi
Academic Computing Center Tokai University
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Miyadera Y
Tokyo Denki Univ.
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Ogura Koichi
Academic Computing Center Hokkaido Tokai University
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Tsuchida K
Toyo Univ. Kawagoe ‐shi Jpn
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Tsuchida Kensei
Department Of Industrial Engineering And Management Kanagawa University
関連論文
- Visual Software Development Environment Based on Graph Grammars
- Generation of the Hichart Program Diagrams
- Partitions of Graphs into Chains of the Minimum Block Number
- A Control Structure between Iteration and Recursion
- Nicely Drawing Tree-Structured Diagrams on the Euclidian Plane
- Layout Problems of Tree Structured Diagrams
- Wiring a Turing Machine in the Cellular Automaton and the Surjectivity Problem for a Parallel Map