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Assessment and Discussion of the Steady-State Determination in Zeolite Composite Membranes for Multi-Component Diffusion. [PDF]
Bizon K, Boroń D, Tabiś B.
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Landauer Principle and the Second Law in a Relativistic Communication Scenario. [PDF]
Alvim YJ, Céleri LC.
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Active Inference and Functional Parametrisation: Differential Flatness and Smooth Random Realisation. [PDF]
Mounier H, Parr T, Friston K.
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Slicing algebraic specifications
Information and Software Technology, 1998Abstract This paper reports an investigation into the application of slicing techniques to OBJ, an algebraic specification notation. A general method for slicing an OBJ specification based on its abstract syntax tree is described and examples of slices produced are presented. A tool that slices OBJ specifications is reported together with the results
Martin R. Woodward, Stephen Peter Allen
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An algebraic theory of class specification
ACM Transactions on Software Engineering and Methodology, 1994The notion of class (or object pattern) as defined in most object-oriented languages is formalized using known techniques from algebraic specifications. Inheritance can be viewed as a relation betweeen classes, which suggests how classes can be arranged in hierarchies. The hierarchies contain two kinds of information: on the one hand, they indicate how
F. PARISI PRESICCE, PIERANTONIO, ALFONSO
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Modular algebraic specifications
1988Module, import, export and detail hiding are well-known notions in software engineering. If algebraic specifications together with their operational semantics of term rewriting should be useful as a programming language, similar concepts must be developed to cope with very large specifications.
Horst Hansen, Michael Löwe
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Algebraic Imperative Specifications
2000Algebraic imperative specifications (AIS) are specifications with implicit state represented by an algebra and with a number of transition rules indicating state transformations. They are designed for the formal definition of complex dynamic systems.
Marie-Claude Gaudel +1 more
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On the Algebraic Specification of Domains
1985We explore the possibilities for the algebraic specification of semantic domains by continuous abstract types, that is, by abstract types with monotonicity, continuity and completeness constraints. In this framework, a domain results from the ideal completion of a term-generated algebra constituting its finite part.
Bernhard Möller, Walter Dosch
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