Capability to generate all minimal inductive validity cores. This is intended to supersede a previous pull request (https://github.com/agacek/jkind/pull/54) as this one includes code reformat.
Main developers: Elaheh Ghassabani, Jaroslav Bendík, Mike Whalen.
The theoretic part are based on the references below, for the offline algorithm [1] and the online algorithm [2]. The offline algorithm [1] is the default algorithm chosen in the setting to use.
[1] E. Ghassabani, M. W. Whalen, and A. Gacek. Efficient generation of all minimal
inductive validity cores. 2017 Formal Methods in Computer Aided Design
(FMCAD), pages 31–38, 2017.
[2] J. Bendík, E. Ghassabani, M. Whalen, and I. Černá. Online enumeration of all
minimal inductive validity cores. In International Conference on Software Engineering
and Formal Methods, pages 189–204. Springer, 2018.
Capability to generate all minimal inductive validity cores. This is intended to supersede a previous pull request (https://github.com/agacek/jkind/pull/54) as this one includes code reformat.
Main developers: Elaheh Ghassabani, Jaroslav Bendík, Mike Whalen. The theoretic part are based on the references below, for the offline algorithm [1] and the online algorithm [2]. The offline algorithm [1] is the default algorithm chosen in the setting to use.
[1] E. Ghassabani, M. W. Whalen, and A. Gacek. Efficient generation of all minimal inductive validity cores. 2017 Formal Methods in Computer Aided Design (FMCAD), pages 31–38, 2017. [2] J. Bendík, E. Ghassabani, M. Whalen, and I. Černá. Online enumeration of all minimal inductive validity cores. In International Conference on Software Engineering and Formal Methods, pages 189–204. Springer, 2018.