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Logical Relations, Data Abstraction, and Structured Fibrations  (Make Corrections)  
John Power, Edmund Robinson



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Abstract: We develop a notion of equivalence between interpretations of the simply typed -calculus together with an equationally de ned abstract data-type, and we show that two interpretations are equivalent if and only if they are linked by a logical relation. We show that our construction generalises from the simply typed -calculus to include the linear -calculus and calculi with additional type and term constructors, such as those given by sum types or by a strong monad for modelling phenomena such ... (Update)

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BibTeX entry:   (Update)

@misc{ power-logical,
  author = "John Power and Edmund Robinson",
  title = "Logical Relations, Data Abstraction, and Structured Fibrations",
  url = "citeseer.ist.psu.edu/495525.html" }
Citations (may not include all citations):
291   Computational lambda-calculus and monads - Moggi - 1989
229   Foundations for programming languages (context) - Mitchell - 1996
139   Type systems for programming languages (context) - Mitchell - 1990
97   and parametric polymorphism (context) - Reynolds, abstraction - 1983
34   Equality in hyperdoctrines and the comprehension schema as a.. (context) - Lawvere - 1970
25   An axiomatic approach to binary logical relations with appli.. - Kinoshita, O'Hearn et al. - 1997
23   An axiomatisation of computationally adequate domain-theoret.. - Fiore, Plotkin - 1994
18   Fully abstract models of typed lambda-calculus (context) - Milner - 1977
17   Premonoidal categories as categories with algebraic structur.. (context) - Power
15   Pre-logical relations - Honsell, Sannella - 1999
13   Lax logical relations - Plotkin, Power et al. - 2000
12   Correctness of data representations in algol-like languages (context) - Tennent - 1994
11   abstraction and parametric polymorphism (context) - Ma, Reynolds - 1991
6   Structures in Computer Science (context) - Power, Robinson et al. - 1997
6   Logical Predicates and Indeterminates (context) - Hermida - 1993
3   Logical relations and data abstraction - Power, Robinson - 2000
2   A characterisation of lambda denability in categorical model.. (context) - Alimohamed - 1995
2   A new characterisation of lambda denability (context) - Jung, Tiuryn - 1993

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Premonoidal Categories and Notions of Computation - Power, Robinson (1995)   (Correct)
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Logical Relations and Data Abstraction - Power, Robinson   (Correct)

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