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Sorting Morphisms
- Sorting morphisms Lex Augusteijn Philips Research Laboratories, Eindhoven Email: lex
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Equational Axiomatizability for Coalgebra
- many-sorted morphisms which are identities on data. 2 From now on, let (H; \Sigma) be a hidden
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Equational Axiomatizability for Coalgebra
- many-sorted morphisms which are identities on data. 2 From now on, let (H; \Sigma) be a hidden
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Formalization of Variables in Algebraic High-Level Nets: Comparison of Different Approaches
- by the sort morphism f S , so the two variables now must be bound to the same term when the transition end
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Sortings for reactive systems
- is analogous to a typing discipline for terms: Each sort gives an abstract view of its morphisms, in the same
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statement of the Fundamental Theorem of Hecke Operators Theorem 18. We
- different sort of morphism, namely a span of G-sets S ��������� ��� ��� � A B where the arrows are G
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Class Polymorphism in GLIDER
- correspond to basic sorts, sequences correspond to generic sorts, and morphisms represent subclass relations
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Amalgamation in CASL via Enriched Signatures
- , but not vice versa. A signature morphism consists of an order-preserving map between the associated sort
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Combining Decision Procedures for Theories in Sorted Logics
- ′ s ′ are different. (Similarly for predicate symbols interpretations.) Definition 1 (Many-sorted Morphisms). Let Σ
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Higher-Dimensional Algebra VII:
- interesting to consider a different sort of morphism, namely a span of G-sets S """""" """ O
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