Results 201 to 210 of about 848 (243)
A digital twin and deep-learning ensemble for cyber attack detection in industrial control systems at the IoT edge. [PDF]
Sayghe A, Alahmadi MD, Gharawi AA.
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Helmkit: fast and robust conversion of HELM notation to atomistic representations for large-scale macromolecular informatics. [PDF]
Adàlia R +3 more
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HyMSS-GAD: a hybrid multi-stage framework for multi-view graph anomaly detection with structural, contextual, and geometric reasoning. [PDF]
Khan W, Ebrahim N, Elloumi M, Brahim K.
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The χ -Binding Function of <i>d</i>-Directional Segment Graphs. [PDF]
Duraj L +6 more
europepmc +1 more source
Abstract Graph labeling of a graph was introduced by Rosa [A. Rosa, “Theory of graphs” (International Symposium, Rome, July 1966), Gordon and Breach, N. Y. and Dunod Paris (1967) 349-355] and the concept of an edge graceful labeling was introduced by Lo [S. Lo, “On edge graceful labeling of graphs”, Congress Numer., 50(1985) 231-241]. We introduced a
A Solairaju
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Graceful Centers of Graceful Graphs and Universal Graceful Graphs [PDF]
In this paper we define graceful center of a graceful graph. We proved any graph G which admits α-labeling has at least four graceful centers. We also defined a new strong concept of universal graceful graph. Some results on ring sum of two graphs for their graceful labeling are proved.
H. M. Makadia +2 more
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Abstract A total graceful labeling (TGL) of a ( p , q ) graph G is a bijection f from V ( G ) ∪ E ( G ) to the set { 1 , 2 , 3 , … , p + q } so that f ( u v ) = | f ( u ) − f ( v ) | for all u v ∈ E ( G ) . A TGL is called a super if f ( E ) = { 1 , 2 , 3 , … ,
S. P. Subbiah +2 more
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SIAM Journal on Algebraic Discrete Methods, 1985
This very interesting paper introduces the concept of graceful directed graphs as follows. A digraph D with e arcs is numbered by assigning a distinct integer value h(v) from \(\{\) 0,1,...,e\(\}\) to each node v. Each arc (u,v) receives a value \(h(u,v)=h(v)-h(u)\) (mod e\(+1)\).
Bloom, G. S., Hsu, D. F.
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This very interesting paper introduces the concept of graceful directed graphs as follows. A digraph D with e arcs is numbered by assigning a distinct integer value h(v) from \(\{\) 0,1,...,e\(\}\) to each node v. Each arc (u,v) receives a value \(h(u,v)=h(v)-h(u)\) (mod e\(+1)\).
Bloom, G. S., Hsu, D. F.
openaire +1 more source

