Results 261 to 270 of about 379,419 (302)
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Information Sciences, 1982
Abstract This paper deals with the “uniformity aspect” of EOL form interpretations. New mechanisms which deal with uniformity are introduced and investigated. In particular the generative capacity of the different (already known and newly defined) mechanisms is considered.
Grzegorz Rozenberg, R. Verraedt
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Abstract This paper deals with the “uniformity aspect” of EOL form interpretations. New mechanisms which deal with uniformity are introduced and investigated. In particular the generative capacity of the different (already known and newly defined) mechanisms is considered.
Grzegorz Rozenberg, R. Verraedt
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Uniform Paracompactness and Uniform Para-Lindelöfness
Canadian Mathematical Bulletin, 1986AbstractRelations between uniform paracompactness and uniform para-Lindelöfness of a uniform space and its uniform weight are established.
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On Uniformity Exponents of $$\varphi $$-Uniform Domains
Computational Methods and Function TheoryzbMATH Open Web Interface contents unavailable due to conflicting licenses.
Sheng, Yahui, Wen, Fan, Zhan, Kai
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Uniform compounds of uniform polyhedra
Mathematical Proceedings of the Cambridge Philosophical Society, 1976AbstractThe work of Coxeter, Longuet-Higgins and Miller (1953) and of Skilling (1975) is extended to give a complete list of uniform compounds of uniform polyhedra. Symmetry relationships between polyhedra and their compounds are discussed.
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Nursing Standard, 1988
Next week we unveil our hard- won shortlist of readers' designs for a new nursing uniform.
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Next week we unveil our hard- won shortlist of readers' designs for a new nursing uniform.
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Canadian Journal of Mathematics, 1972
All topological spaces shall be uniformizable (completely regular Hausdorff). A uniformity on X shall be viewed as a collection μ of coverings of X, via the manner of Tukey [20] and Isbell [16], and the associated uniform space denoted μX. Given the uniformizable topological space X, we shall be concerned with compatible uniformities as follows ...
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All topological spaces shall be uniformizable (completely regular Hausdorff). A uniformity on X shall be viewed as a collection μ of coverings of X, via the manner of Tukey [20] and Isbell [16], and the associated uniform space denoted μX. Given the uniformizable topological space X, we shall be concerned with compatible uniformities as follows ...
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The worth of the uniform [uniform crossover]
Proceedings of the 1999 Congress on Evolutionary Computation-CEC99 (Cat. No. 99TH8406), 2003Since its popularization by Syswerda (1989), uniform crossover (UC) has become perhaps the most widely used crossover operator, despite the fact that arguments backing low-disruption operators are as old as the genetic algorithm (GA) itself. We question the usual arguments given in favor of UC, and argue that on problems with even a mild degree of ...
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2005
We present the definition and a normal form of a class of operators on sets of natural numbers which generalize the enumeration operators.
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We present the definition and a normal form of a class of operators on sets of natural numbers which generalize the enumeration operators.
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