$$\mathsf {SC}^\mathsf{2} $$ : Satisfiability Checking Meets Symbolic Computation

Author:

Ábrahám Erika,Abbott John,Becker Bernd,Bigatti Anna M.,Brain Martin,Buchberger Bruno,Cimatti Alessandro,Davenport James H.,England Matthew,Fontaine Pascal,Forrest Stephen,Griggio Alberto,Kroening Daniel,Seiler Werner M.,Sturm Thomas

Publisher

Springer International Publishing

Reference59 articles.

1. Abbott, J., Bigatti, A.M., Lagorio, G.: CoCoA-5: a system for doing computations in commutative algebra. http://cocoa.dima.unige.it

2. Ábrahám, E.: Building bridges between symbolic computation and satisfiability checking. In: Proceedings ISSAC 2015, pp. 1–6. ACM (2015)

3. Arai, N.H., Matsuzaki, T., Iwane, H., Anai, H.: Mathematics by machine. In: Proceedings ISSAC 2014, pp. 1–8. ACM (2014)

4. Lecture Notes in Computer Science;C Barrett,2011

5. Barrett, C., Kroening, D., Melham, T.: Problem solving for the 21st century: efficient solvers for satisfiability modulo theories. Technical report 3, London Mathematical Society and Smith Institute for Industrial Mathematics and System Engineering, Knowledge Transfer Report (2014). http://www.cs.nyu.edu/~barrett/pubs/BKM14.pdf

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