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首页> 外文期刊>Mathematical structures in computer science >Retrenchment and refinement interworking:the tower theorems
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Retrenchment and refinement interworking:the tower theorems

机译:精简互动:塔定理

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摘要

Retrenchment is a flexible model evolution formalism that compensates for the limitationsrnimposed by specific formulations of refinement. Its refinement-like proof obligations featurernadditional predicates for accommodating design data describing the model change. The bestrnresults are obtained when refinement and retrenchment cooperate, the paradigmatic schemernfor this being the commuting square or tower, in which ‘horizontal retrenchment rungs’rncommute with ‘vertical refinement columns’ to navigate through a much more extensiverndesign space than permitted by refinement alone. In practice, the navigation is accomplishedrnthrough ‘square completion’ constructions, and we present and prove a full suite of squarerncompletion theorems.
机译:裁员是一种灵活的模型演化形式主义,可以弥补因提炼的特定公式所带来的局限性。它的完善样例证明义务具有附加谓词,可容纳描述模型更改的设计数据。当精简和精简协作时,可获得最佳结果,这是通勤广场或塔楼的一种典型方案,其中“水平精简横档”与“垂直精简列”相通,以在比单独精简所允许的范围更大的设计空间中导航。在实践中,导航是通过“平方完成”构造完成的,我们介绍并证明了一整套平方完成定理。

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  • 来源
    《Mathematical structures in computer science 》 |2015年第1期| 135-202| 共68页
  • 作者

    RICHARD BANACH; CZESŁAW JESKE;

  • 作者单位

    School of Computer Science, University of Manchester,Oxford Road, Manchester, M13 9PL, U.K;

    School of Computer Science, University of Manchester,Oxford Road, Manchester, M13 9PL, U.K;

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  • 正文语种 eng
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