Abstract

This article fully describes an abstract domain, dedicated to the generation of accurate numerical invariants and based on zonotopes parameterized by vectors of affine forms. We introduce the abstract transfer functions, prove their correctness and demonstrate their efficiency. One strength of the domain is its simple abstraction of non-linear operations. These affine vectors also abstract input/output relations, which allows in particular modular analysis, proofs of user-defined complex invariants and test case generation. Finally, the affine vectors like parametrization is flexible enough to allow variations that yield different interesting abstractions, such as inner-approximations or abstraction of probabilistic information.

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