Titlebook: Relational and Algebraic Methods in Computer Science; 13th International C Wolfram Kahl,Timothy G. Griffin Conference proceedings 2012 Spri

insidious

Unifying Lazy and Strict Computationsl model of such computations we investigate their algebraic properties. We show that they share many laws with conventional, strict computations. We develop a common theory generalising previous algebraic descriptions of strict computation models including partial, total and general correctness and

Forsake

Foundations of Coloring Algebra with Consequences for Feature-Oriented Programmingy K?stner’s Colored IDE (.) as well as by experience in feature oriented programming over the last decades. However, so far only axioms were proposed; consequences of these axioms such as variability in models have not been studied. In this paper we discuss the proposed axioms from a theoretical poi

ovation

Towards an Algebra for Real-Time Programsehaviour over all time is given by a stream (mapping each time to a state) and the behaviour over an interval is determined using an interval predicate, which maps an interval and a stream to a Boolean. Intervals are allowed to be open/closed at either end and adjoining (i.e., immediately adjacent)

變形詞

Instrumental

clarify

adduction

Simple Rectangle-Based Functional Programs for Computing Reflexive-Transitive Closuresraphs can be represented as binary relations and we develop our algorithms based on a relation-algebraic description of reflexive-transitive closures. This description employs the relation-algebraic notion of rectangles and instantiating the resulting algorithm with different kinds of rectangles lea

Indelible

Using Relations to Develop a Haskell Program for Computing Maximum Bipartite Matchingsased upon the representation of graphs by lists of successor lists and a generalisation to specific container types is discussed. The algorithm itself can be implemented in . and we will provide a complete implementation using the successor list model.

sclera

Relations as Executable Specifications: Taming Partiality and Non-determinism Using Invariantstypes of the desired program, but, even considering finite domains, the inherent partiality and non-determinism of relations makes this impractical and highly inefficient. To tame partiality we prescribe the usage of invariants, represented by coreflexives, to characterize the exact domains and codo

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