The numerical domain of Octagons can be viewed as an exercise in simplicity: it trades expressiveness for efficiency and ease of implementation.
Abstract. The numerical domain of Octagons can be viewed as an ex- ercise in simplicity: it trades expressiveness for efficiency and ease of im-.
This paper investigates the role of incrementality, namely closing a system where only one constraint has been changed, which is a dominating use-case, ...
Aug 17, 2022 · This paper investigates the role of incrementality, namely closing a system where only one constraint has been changed, which is a dominating ...
Bagnara, R., Hill, P.M., Zaffanella, E.: Weakly-relational Shapes for Numeric Abstractions: Improved Algorithms and Proofs of Correctness.
Sparsity Preserving Algorithms for Octagons - ScienceDirect.com
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In this paper, we present new algorithms, which use and return octagons represented as weakly closed difference bound matrices, preserve the sparsity of their ...
Simple and Efficient Algorithms for Octagons. Resource URI: https://dblp.l3s.de/d2r/resource/publications/conf/aplas/ChawdharyRK14. Home | Example Publications ...
Here, we provide simplified cubic time algorithms for computing the closure of Octagon abstract relations both over the rationals and the integers which avoid ...
Here, we provide simplified cubic time algorithms for computing the closure of Octagon abstract relations both over the rationals and the integers which avoid ...
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Oct 24, 2023 · Here, we provide simplified cubic time algorithms for computing the closure of Octagon abstract relations both over the rationals and the ...