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Formalization of ownership transfer in Universe Types
, 2007
"... Ownership simplifies reasoning about object-oriented programs by controlling aliasing and modifications of objects. Several type systems have been proposed to express and check ownership statically. For ownership systems to be practical, they must allow objects to migrate from one owner to another. ..."
Abstract
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Cited by 22 (9 self)
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Ownership simplifies reasoning about object-oriented programs by controlling aliasing and modifications of objects. Several type systems have been proposed to express and check ownership statically. For ownership systems to be practical, they must allow objects to migrate from one owner to another. This ownership transfer is common and occurs, for instance, during the initialization of data structures and when data structures are merged. However, existing ownership type systems either do not support ownership transfer at all or they are too restrictive, give rather weak static guarantees, or require a high annotation overhead. In this paper, we present UTT, an extension of Universe Types that supports ownership transfer. UTT combines ownership type checking with a modular static analysis to control references to transferable objects. UTT is very flexible because it permits temporary aliases, even across certain method calls. Nevertheless, it guarantees statically that a cluster of objects is externally-unique when it is transferred and, thus, that ownership transfer is type safe. UTT provides the same encapsulation as Universe Types and requires only negligible annotation overhead.
Footprint analysis: A shape analysis that discovers preconditions
- In SAS
, 2007
"... Abstract. Existing shape analysis algorithms infer descriptions of data structures at program points, starting from a given precondition. We describe an analysis that does not require any preconditions. It works by attempting to infer a description of only the cells that might be accessed, following ..."
Abstract
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Cited by 14 (4 self)
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Abstract. Existing shape analysis algorithms infer descriptions of data structures at program points, starting from a given precondition. We describe an analysis that does not require any preconditions. It works by attempting to infer a description of only the cells that might be accessed, following the footprint idea in separation logic. The analysis allows us to establish a true Hoare triple for a piece of code, independently of the context in which it occurs and without a whole-program analysis. We present experimental results for a range of typical list-processing algorithms, as well as for code fragments from a Windows device driver. 1

