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coddle

https://doi.org/10.1007/978-3-322-87592-1ects, namely arbitrary directed rooted graphs in which the information associated with each node is either empty, elementary or an object in the general class. Since many data structures cannot be modelled by tree structures in a natural way, such a generalisation to graphs is desirable. Furthermore

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Cerebrovascular

The post-office problem and related questions,d by straightline segments a simple algorithm was given recently which is optimal (up to constants). For the case of regions bounded by more or less arbitrary curves no optimal algorithm is known to date. We present a simple (non-optimal) algorithm and demonstrate that space-optimal solutions are po

capillaries

為寵愛

On linearizing graphs,elled graphs. The equivalence of this concept to the graph-specification model Culik II and Maurer [2] developed to describe so called selector-graphs in a linear way is shown. Further, two constructions which modify weakly non-linearizable graphs such that their modification are linearizable are gi

責(zé)任

Set-theoretic concepts in programming languages and their implementation,s of the language constructs as well as in the efficiency of implementation. Then, we combine these concepts to new language constructs and propose an efficient implementation using associative array processors.

壓倒

腐敗

同步左右

The power of a one-dimensional vector of processors,and supported these principles by displaying a number of particular algorithms based on various "communication geometries". In this paper we will examine a communication geometry which Kung calls the "one-dimensional array of processors", and which we call a "processor vector" or "PV". We will see t

Morose