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Comparison between Legiolert and real time PCR in the detection of Legionella pneumophila from environmental water samples. [PDF]
Arrigo I +12 more
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On the Use of Elbow Plot Method for Class Enumeration in Factor Mixture Models. [PDF]
Sen S, Cohen AS.
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American Journal of Clinical Pathology, 1978
A correlation of the enumeration of platelets in peripheral smears with platelet counts performed by a direct method is presented. A ratio of 1 platelet per oil-immersion field for every 21,000 platelets of the chamber count indicates the normal average range of platelets to be approximately 7--21 per oil-immersion field.
A P, Abbey, R R, Belliveau
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A correlation of the enumeration of platelets in peripheral smears with platelet counts performed by a direct method is presented. A ratio of 1 platelet per oil-immersion field for every 21,000 platelets of the chamber count indicates the normal average range of platelets to be approximately 7--21 per oil-immersion field.
A P, Abbey, R R, Belliveau
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Enumeration Degrees and Enumerability of Familes
Journal of Logic and Computation, 2009We study the enumerability of families relative to the enumeration degrees. It is shown that if a family of finite sets is e-reducible to every non-zero e-degree, then the family is computably enumerable (c.e). On the another hand, we will find a non-c.e. family which is e-reducible to all non-zero e-degree.
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Strong Reducibilities of Enumerations and Partial Enumerated Algebras
Mathematical Logic Quarterly, 1988Let \(\nu_ 1\) and \(\nu_ 2\) be two enumerations of a set S and consider the total (respectively, partial) functions from S to S. If all such \(\nu_ 1\)-computable functions are \(\nu_ 2\)-computable and if there is a recursive function that maps each \(\nu_ 1\)-index of a \(\nu_ 1\)- computable function to a \(\nu_ 2\)-index of that function, then \(\
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1997
Abstract In this chapter we present the basic problem of graphical enumeration-the enumeration of unlabelled graphs. In particular, we look at Pólya‘s Enumeration Theorem and some problems to which it can be applied. We then consider the enumeration of some other kinds of graphs.
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Abstract In this chapter we present the basic problem of graphical enumeration-the enumeration of unlabelled graphs. In particular, we look at Pólya‘s Enumeration Theorem and some problems to which it can be applied. We then consider the enumeration of some other kinds of graphs.
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