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Institution Morphisms (2001)

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by Joseph Goguen , Grigore Rosu
Citations:51 - 17 self
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@MISC{Goguen01institutionmorphisms,
    author = {Joseph Goguen and Grigore Rosu},
    title = {Institution Morphisms},
    year = {2001}
}

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Abstract

Institutions formalize the intuitive notion of logical system, including both syntax and semantics. A surprising

Citations

156 On the structure of abstract algebras - Birkhoff - 1935
154 The semantics of Clear, a specification language - Burstall, Goguen - 1979
44 I borrow your logic? (Transporting logical structures along maps - Cerioli, Meseguer
38 Logical support for modularization - Diaconescu, Goguen, et al. - 1991
26 Extra theory morphisms for institutions: logical semantics for multiparadigm languages - Diaconescu - 1998
24 Observational proofs with critical contexts - Berregeb, Bouhoula, et al. - 1998
24 Burstall and Razvan Diaconescu. Hiding and behaviour: an institutional approach - Rod - 1994
24 Category-based semantics for equational and constraint logic programming - Diaconescu - 1994
22 Emil Căzănescu and Grigore Ros¸u. Weak inclusion systems - Virgil - 1997
21 On the Structure of Abstract Algebras - Birkho - 1935
21 Interpolation in Grothendieck institutions - Diaconescu
18 Relationships between logical frameworks - Astesiano, Cerioli - 1993
17 From total equational to partial first order - Cerioli, Mossakowski, et al. - 1997
7 casl summary - CoFI - 2000
7 Category-based modularization for equational logic programming - Diaconescu - 1996
7 Fiadeiro and Amilcar Sernadas. Structuring theories on consequence - José - 1988
5 The semantics of Clear, a speci cation language - Burstall, Goguen - 1980
4 Semantics of Clear. Unpublished notes handed out at - Burstall, Goguen - 1978
3 A Model Theoretic Oriented Appraoch to Partial Algebras. Akademie-Verlag - Burmeister - 1986
1 Emil Cazanescu. Local equational logic 2 - Virgil - 1994
1 Grothendieck institutions. IMAR Preprint 2--2000 - Diaconescu
1 From total equational to partial rst order - Cerioli, Mossakowski, et al. - 1999
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