Bisimulation Proof Methods in a Path-Based Specification Language for Polynomial Coalgebras

Author:

Zhou Xiao-cong,Li Yong-ji,Li Wen-jun,Qiao Hai-yan,Shu Zhong-mei

Publisher

Springer Berlin Heidelberg

Reference24 articles.

1. Rutten, J.: Universal coalgebra: A theory of systems. TCS 249(1), 3–80 (2000)

2. Sangiorgi, D.: On the origins of bisimulation and coinduction. TOPLAS, Articale 15 31(4) (2009)

3. Sangiorgi, D.: On the bisimulation proof method. Mathematical Structures in Computer Science 8, 447–479 (1998)

4. Sangiorgi, D., Walker, D.: The pi-calculus: a Theory of Mobile Processes. Cambridge University Press, Cambridge (2001)

5. Rothe, J., Tews, H., Jacobs, B.: The coalgebraic class specification language CCSL. Journal of Universal Computer Science 7(2), 175–193 (2001)

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3. Bisimulation proof methods in a path-based specification language for polynomial coalgebras;Mathematical Structures in Computer Science;2014-11-10

4. Coalgebraic Bisimulation-Up-To;Lecture Notes in Computer Science;2013

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