Footprint Logic for Object-Oriented Components (extended paper)

We introduce a new way of reasoning about invariance in terms of footprints in a program logic for object-oriented components. A footprint of an object-oriented component is formalized as a monadic predicate that describes which objects on the heap can be affected by the execution of the component. Assuming encapsulation, this amounts to specifying which objects of the component can be called. Adaptation of local specifications into global specifications amounts to showing invariance of assertions, which is ensured by means of a form of bounded quantification which excludes references to a given footprint. The new approach is compared to two existing approaches to reason about invariance: separation logic and dynamic frames.

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Publication Details

Journal
Formal Aspects of Computing
Published
2024-11-20
DOI
https://doi.org/10.1145/3703921
Primary Topic
Logic, programming, and type systems
Type
article
Field-Weighted Citation Impact
0.00
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article

Footprint Logic for Object-Oriented Components (extended paper)

Hans-Dieter A. Hiep, Jinting Bian, Stijn de Gouw, Frank de Boer
Formal Aspects of Computing
Logic, programming, and type systems
article

Footprint Logic for Object-Oriented Components (extended paper)

Hans-Dieter A. Hiep, Jinting Bian, Stijn de Gouw, Frank de Boer
article en

Abstract

We introduce a new way of reasoning about invariance in terms of footprints in a program logic for object-oriented components. A footprint of an object-oriented component is formalized as a monadic predicate that describes which objects on the heap can be affected by the execution of the component. Assuming encapsulation, this amounts to specifying which objects of the component can be called. Adaptation of local specifications into global specifications amounts to showing invariance of assertions, which is ensured by means of a form of bounded quantification which excludes references to a given footprint. The new approach is compared to two existing approaches to reason about invariance: separation logic and dynamic frames.

Formal Aspects of ComputingVol. 37(2)
Leiden University (NL), Centrum Wiskunde & Informatica (NL), Open University of the Netherlands (NL)
Openalex Percentile: Top 81%
Logic, programming, and type systems
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