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Titlebook: Category Theory and Computer Science; 6th International Co David Pitt,David E. Rydeheard,Peter Johnstone Conference proceedings 1995 Spring

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https://doi.org/10.1007/978-3-319-29788-0relation)— is defined. It is shown that if such a category admits . then it preorderenriches (as a cartesian closed category) with respect to the path relation. By imposing further axioms we can, on the one hand, endow maps and proofs of their approximations (viz. .) with the 2-dimensional algebraic
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Ana Hategan MD,James A. Bourgeois OD, MDd compatible unary and dyadic safe recursions. Here . is the partial order → ←. This characterization glues together, along the two sides of ., FP 2-comprehension based characterizations of linear space and P time.
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Category Theory and Computer Science978-3-540-44661-3Series ISSN 0302-9743 Series E-ISSN 1611-3349
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Scaling Trends of On-Chip Power Noiseposition, and containing projections, universal functions and functions .. of the s-m-n theorem of Recursion Theory. The notion of EAS is developed as an abstract approach to computability, filling a notational gap between functional and combinatorial theories.
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Ana Hategan MD,James A. Bourgeois OD, MDd compatible unary and dyadic safe recursions. Here . is the partial order → ←. This characterization glues together, along the two sides of ., FP 2-comprehension based characterizations of linear space and P time.
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