swMATH ID: 6341
Software Authors: Andrew BUTTERFIELD
Description: Saoithín is a theorem prover developed to support the Unifying Theories of Programming (UTP) framework. Its primary design goal was to support the higher-order logic, alphabets, equational reasoning and “programs as predicates” style that is prevalent in much of the UTP literature, from the seminal work by Hoare & He [HH98] onwards. This paper describes the key features of the theorem prover, with an emphasis on the underlying foundations, and how these affect the design and implementation choices. These key features include: a formalisation of a UTP Theory; support for common proof strategies; sophisticated goal/law matching ; and user-defined language constructs. A simple theory of designs with some proof extracts is used to illustrate the above features. The theorem prover has been used with undergraduate students and we discuss some of those experiences. The paper then concludes with a discussion of current limitations and planned improvements to the tool.
Homepage: https://www.scss.tcd.ie/andrew.butterfield/Saoithin/
Related Software: UTP2; Isabelle/HOL; PVS; Coq; Isabelle/UTP; Isabelle/Circus; ProofPower; Isar; UTPCalc; Maude; Haskell; Isabelle/Isar; Stratego; HOL; Sledgehammer; ML; Isabelle; CZT; Proof General
Cited in: 4 Publications

Standard Articles

1 Publication describing the Software, including 1 Publication in zbMATH Year
Saoithín: a theorem prover for UTP. Zbl 1309.68039
Butterfield, Andrew

Cited in 0 Serials

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