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Total Graphs and Total Digraphs
2021As investigation of the concept of a line graph has led to many interesting results, it is natural to expect that there has also been meaningful research into variations and generalizations of the subject. In this, the first of several chapters on such topics, instead of just the edges of a given graph becoming the vertices of a new graph, both the ...
Lowell W. Beineke, Jay S. Bagga
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Total Management, Not Total Quality Management
Journal For Healthcare Quality, 1990Part I: "The Quality Problem is Real." Hospitals fail because of management. This failure is primarily a result of a lack of a total management (TM) approach. This leads to a crazy quilt of individual add-on programs and projects which struggle to survive in a management climate of constant crisis and reactivity.
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The American Journal of Surgery, 1987
Total glossectomy is a procedure based on sound oncologic principles, and its usefulness may not be fully appreciated. Given the dimensions of the tongue and the need to obtain a wide margin of resection, this procedure may be indicated in selected T3 lesions and recurrences after irradiation. The procedure offers excellent palliation of pain, and form
R, Rodriguez +3 more
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Total glossectomy is a procedure based on sound oncologic principles, and its usefulness may not be fully appreciated. Given the dimensions of the tongue and the need to obtain a wide margin of resection, this procedure may be indicated in selected T3 lesions and recurrences after irradiation. The procedure offers excellent palliation of pain, and form
R, Rodriguez +3 more
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Total Dominator Colorings and Total Domination in Graphs
Graphs and Combinatorics, 2014Given a graph \(G\), a total dominator coloring is a proper coloring of the vertices of \(G\) in which each vertex is adjacent to every vertex of some color class. The total dominator chromatic number \(\chi_{d}^{t}(G)\) of \(G\) is the minimum number of colors among all total dominator colorings of \(G\). A total dominating set of \(G\) is a set \(S\)
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A class of totally antimagic total graphs [PDF]
Australas. J Comb., 2016 Summary: A total labeling of a graph \(G\) is a bijection from the vertex set and edge set of \(G\) onto the set \(\{1,2,\dots,|V(G)|+|E(G)|\}\). Such a labeling \(\xi\) is vertex-antimagic (edge-antimagic) if all vertex-weights \(wt\xi (v)=\xi(v)+\sum_{vu\in E(G)}\xi(vu)\), \(v\in V(G)\), (all edge-weights \(wt_\xi(vu)=\xi(v)+\xi(vu)+\xi(u)\), \(vu\in
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Computer, 2008
An overview of the state of the art of brain-computer interfaces gives a sense of the future potential for using BCIs in real-life applications.
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An overview of the state of the art of brain-computer interfaces gives a sense of the future potential for using BCIs in real-life applications.
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Educational Theory, 2010
In this essay, Richard Smith observes that being a parent, like so much else in our late‐modern world, is required to become ever more efficient and effective, and is increasingly monitored by the agencies of the state, often with good reason given the many recorded instances of child abuse and cruelty.
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In this essay, Richard Smith observes that being a parent, like so much else in our late‐modern world, is required to become ever more efficient and effective, and is increasingly monitored by the agencies of the state, often with good reason given the many recorded instances of child abuse and cruelty.
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2000
In this paper, we analyse a concept of total knowledge basedon the idea that an agent???s total knowledge is the strongestproposition the agent knows. We propose semantics forpropositional and first-order languages with a modal operatorTK representing total knowledge, and establish a resultshowing that total knowledge is ???epistemically categorical???,
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In this paper, we analyse a concept of total knowledge basedon the idea that an agent???s total knowledge is the strongestproposition the agent knows. We propose semantics forpropositional and first-order languages with a modal operatorTK representing total knowledge, and establish a resultshowing that total knowledge is ???epistemically categorical???,
openaire +2 more sources