On the Church-Rosser Property of Root-E-overlapping and Strogly Depth-preserving Term Rewriting Systems(<特集>Special Issue on Generation Database Technology for Internet, Multimedia and Mobile computing)
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概要
- 論文の詳細を見る
A team rewriting system(TRS)is said to be strongly depth-preserving if for any rewrite rule and any variable appearing in its both sides, the minimal depth of the variable occurrences in the left-hand-side is greater than or equal to the maximal depth of the variable occurrences in the right-hand-side. This paper gives a sufficient condition for the Church-Rosser property of strongly depth-preserving TRS's and shows how to check this condition. By assigning a positive integer(called weight)to each function symbol, the notion of a strongly depth preserving system is naturally extended to that of a strongly weight-preserving system, and a similar sufficient condition for the Church-Rosser property of strongly weight-preserving TRS's is obtained.
- 一般社団法人情報処理学会の論文
- 1998-04-15
著者
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Ohta Y
Mie Univ. Tsu‐shi Jpn
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Gomi H
Faculty Of Engineering Mie University:oki Technolosystems Laboratory Inc.
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Gomi Hiroshi
Faculty Of Engineering Mie University
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OYAMAGUCHI MICHIKO
Faculty of Engineering, Mie University
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OHTA YOSHIKATU
Faculty of Engineering, Mie University
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Ohta Yoshikatsu
Faculty Of Engineering Mie University
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Oyamaguchi Michio
Faculty Of Engineering Mie University
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Oyamaguchi Michiko
Faculty Of Engineering Mie University
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- On the Church-Rosser Property of Root-E-overlapping and Strogly Depth-preserving Term Rewriting Systems(Special Issue on Generation Database Technology for Internet, Multimedia and Mobile computing)
- On the Church-Rosser Property of Non-E-overlapping and Strongly Depth-preserving Term Rewriting Systems
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