Searching for "Constructive category theory." – sorted by Relevance.
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Constructive Category Theory
- Constructive Category Theory G'erard Huet and Amokrane Saibi INRIA Rocquencourt 1 B.P. 105 - 78153
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Universal Information Models for Environmental Management
- and universals. The constructions in category theory are very similar to those of the new theoretical models
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Inductive, Coinductive, and Pointed Types
- are certain natural constructions in category theory, in particular the notion of an algebraically bounded
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A Semantics for Object-Oriented Design Notations
- for object-oriented designs in terms of object behaviours represented as constructions in category theory. A
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Intuitionistic Model Constructions and Normalization Proofs
- in category theory. Other basic type constructors are interpreted as in the intended model. In this way we can
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Extracting a Proof of Coherence for Monoidal Categories from a Proof of Normalization for Monoids
- to the development of constructive category theory in the sense of Huet and Saibi [16], who implemented part
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A Theory-Based Representation for Object-Oriented Domain Models
- specification language O-Slang. O-Slang combines basic algebraic specification constructs with category theory
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Formalizing Types with Ultimate Closure for Middleware Tools
- Category theory provides a universal construction for formalizing information systems with rigorous typing
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Constructing Specifications and Modules in a KZ-Doctrine
- be formally constructed. In particular this abstract framework of category theory is shown to provide a
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Four-level Architecture for Closure
- of Mappings in two Systems If we follow the constructive principles of category theory, then the composition
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