Results 31 to 40 of about 36,530 (307)
On the path partition of graphs
Let \(G\) be a graph of order \(n\). The maximum and minimum degree of \(G\) are denoted by \(\Delta\) and \(\delta\), respectively. The path partition number \(\mu(G)\) of a graph \(G\) is the minimum number of paths needed to partition the vertices of \(G\).
Mekkia Kouider, Mohamed Zamime
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Summary of Large-Scale Grapb Partitioning Algoritbms
The large-scale graph partitioning algorithms were summarized and graph computing models in the distributed environment were introduced. Firstly the large-scale static graph partitioning algorithms and the dynamic graph partitioning algorithms were ...
Jinfeng Xu +4 more
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Query-Sensitive Graph Partitioner for Pattern Matching Applications
Searching and mining in large graphs is critical to a variety of applications, at the core of which is the pattern matching activity. The scalable processing of large graphs requires careful distribution of graphs across clusters.
Li Lu, Bei Hua
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Algorithms for partitioning logical circuits into subcircuits
The problem of partitioning a logical circuit into subcircuits is considered. It is of great importance when performing optimization transformations in the process of circuit synthesis.
N. A. Kirienko
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Parallel Heuristics for Balanced Graph Partitioning Based on Richness of Implicit Knowledge
Balanced graph partitioning (BGP) has a wide range of applications that involve many large-scale distributed data processing problems. However, most of the existing approaches to parallel graph partitioning neglect the problem of the richness of implicit
Zhipeng Yang +2 more
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Enhanced adaptive partitioning in a distributed graph database
Nowadays, open-source graph databases do not include an inherent mechanism for data relocation that would be based on their usage. They often do not offer even appropriate monitoring that could help to make such a decision.
Lucie Svitáková +2 more
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Hypergraph partitioning using tensor eigenvalue decomposition.
Hypergraphs have gained increasing attention in the machine learning community lately due to their superiority over graphs in capturing super-dyadic interactions among entities.
Deepak Maurya, Balaraman Ravindran
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Finding planted partitions in random graphs with general degree distributions [PDF]
We consider the problem of recovering a planted partition such as a coloring, a small bisection, or a large cut in an (apart from that) random graph. In the last 30 years many algorithms for this problem have been developed that work provably well on ...
Coja-Oghlan, Amin, Lanka, André
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Generalized partitions of graphs
The authors introduce a general graph partitioning problem: Let \(C\) be a class of graphs and \(H\) a fixed graph with vertex class \(V(H)=\{1,2,\dots,n\}\). An (resp. ONTO) \((H,C)\)-partition of a graph \(G\) is a partition \(V_1,V_2,\dots,V_n\) of \(V(G)\) such that, for each \(i\), the subgraph of \(G\) induced by \(V_i\) belongs to \(C\) and, if \
Gary MacGilivray, Min-Li Yu
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ABSTRACT Background Type 1 plasminogen deficiency (PLGD‐1) is an ultra‐rare autosomal recessive disorder caused by variants in the PLG gene and affects approximately 1.6 individuals per million. The condition is characterized by decreased plasminogen levels and impaired function, resulting in fibrin‐rich lesions on mucous membranes throughout the body.
Charles Nakar +7 more
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