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Genericity and the π-Calculus (2002)  (Make Corrections)  
Martin Berger, Kohei Honda, Nobuko Yoshida



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Abstract: We introduce a second-order polymorphic pi-calculus based on duality principles. The calculus and its behavioural theories cleanly capture some of the core elements of significant technical development on polymorphic calculi in the past. This allows precise embedding of generic sequential functions as well as seamless integration with imperative constructs such as state and concurrency. Two behavioural theories are presented and studied, one based on a second-order logical relation and the... (Update)

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BibTeX entry:   (Update)

Berger, M., K. Honda and N. Yoshida, Genericity and the pi-calculus, , 2620. http://citeseer.ist.psu.edu/berger02genericity.html   More

@misc{ berger-genericity,
  author = "M. Berger and K. Honda and N. Yoshida",
  title = "Genericity and the pi-calculus",
  text = "Berger, M., K. Honda and N. Yoshida, Genericity and the pi-calculus, ,
    2620.",
  url = "citeseer.ist.psu.edu/berger02genericity.html" }
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lambda f-calculus - a Functional Calculus with Shared.. - Yoshida, Honda, Tokoro   (Correct)
Sequentiality and the π-Calculus - Berger, Honda, Yoshida (2001)   (Correct)
Sequentiality and the π-Calculus - Berger, Honda, Yoshida (2001)   (Correct)

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