Results 171 to 180 of about 4,141,252 (211)
Some of the next articles are maybe not open access.
Closing ... closing ... closed.
Trustee : the journal for hospital governing boards, 2005What can a board do when all signs point to the need to close a hospital, but its community and the state's attorney general, is not buying it? Here's some legal guidance if you're in that position.
M W, Peregrine, J R, Schwartz
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RESIDUAL CLOSENESS AND GENERALIZED CLOSENESS
International Journal of Foundations of Computer Science, 2011In the last few years a new definition for closeness has been established because of the ability to measure not connected graphs and the possibility to create convenient formulas for calculations. Based on this definition a new, more sensitive measure for network vulnerability is created - residual closeness.
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Regular-closed, Urysohn-closed and completely Hausdorff-closed spaces.
Proceedings of the American Mathematical Society, 1970Recently M. P. Berri, J. R. Porter, and R. M. Stephenson, Jr. have given a survey on P P -closed and
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Society, 2008
The authors comment on an earlier aritice in Society by Eugene Goodheart and offer a novel hypothesis about the origins of religion.
Michael McGuire, Lionel Tiger
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The authors comment on an earlier aritice in Society by Eugene Goodheart and offer a novel hypothesis about the origins of religion.
Michael McGuire, Lionel Tiger
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Closed-neighborhood union-closed graphs [PDF]
Australas. J Comb., 2020 Summary: A CNUC graph is one in which the union of any two closed neighborhoods of single vertices is a closed neighborhood of a single vertex. We show that every (finite, simple) graph is an induced subgraph of a CNUC graph. This paper provides the definition of the \textit{cnuc} number of a graph, the minimum number of vertices that must be added in ...
Kelly Guest +4 more
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Extension Closed and Cluster Closed Subspaces
Canadian Journal of Mathematics, 1972One of the most useful properties of a compact Hausdorff space is that such a space is closed whenever embedded into a Hausdorff space. This property does not extend to compact spaces with respect to embeddings into arbitrary spaces. Thus, an interesting topological problem is to characterize the types of absolute “closure” properties that are ...
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When Close Enough Is Close Enough
The American Mathematical Monthly, 20002? + V526 = 3. Teacher: Please show me your solution to this problem. Student: Sure. At first I was confused, but then I had a great idea. I just used my calculator. Both sides of the equation evaluate to 1.732050808. So they're the same! Teacher: Hmm. That's a good idea, but it doesn't really answer the question.
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Close contact behaviors of university and school students in 10 indoor environments
Journal of Hazardous Materials, 2023Zhiyang Dou, Silan Gu, Jianjian Wei
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Understanding and managing identification uncertainty of close modes in operational modal analysis
Mechanical Systems and Signal Processing, 2021Siu-Kui Au +2 more
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