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Abstract:
This talk describes a new bisimulation equivalence for the pure untyped call-by-value lambda-calculus, called enf bisimilarity. It is based on eager reduction of open terms to eager normal form (enf) and can be viewed as the call-by-value analogue of Boehm tree equivalence. Enf bisimilarity is the congruence on source terms induced by the call-by-value CPS transform and Boehm tree equivalence on target terms. Enf bisimilarity enjoys a powerful bisimulation proof principle which, among other things, can be used to establish a retraction theorem for the call-by-value CPS transform.
Appeared in:
LICS 2005: 20th Annual IEEE Symposium On Logic In Computer Science, Chicago, IL, June, 2005.
http://soren.blassen.dk/papers/2005lics.pdf
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