Results 141 to 150 of about 564 (166)
Predicting the Conversion From Mild Cognitive Impairment to Alzheimer's Disease Using Graph Frequency Bands and Functional Connectivity-based Features. [PDF]
Zamani J, Talesh Jafadideh A.
europepmc +1 more source
In silico methods for drug-target interaction prediction. [PDF]
Ru X, Xu L, Han W, Zou Q.
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Data augmentation in a triple transformer loop retrosynthesis model.
Grandjean Y, Kreutter D, Reymond JL.
europepmc +1 more source
Generative inpainting of incomplete Euclidean distance matrices of trajectories generated by a fractional Brownian motion. [PDF]
Lobashev A, Guskov D, Polovnikov K.
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Parallel subgraph listing in a large-scale graph
Subgraph listing is a fundamental operation to many graph and network analyses. The problem itself is computationally expensive and is well-studied in centralized processing algorithms. However, the centralized solutions cannot scale well to large graphs. Recently, several parallel approaches are introduced to handle the large graphs.
Yingxia Shao, Bin Cui
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Parallel Clique-Like Subgraph Counting and Listing
Cliques and clique-like subgraphs (e.g., quasi-cliques) are important dense structures whose counting or listing are essential in applications like complex network analysis and community detection. These problems are usually solved by divide and conquer, where a task over a big graph can be recursively divided into subtasks over smaller subgraphs whose
Da Yan, Shuigeng Zhou, Guimu Guo
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Arboricity and Subgraph Listing Algorithms
SIAM Journal on Computing, 1985A strategy of edge-searching in a graph, useful to subgraph listing problems, is introduced. It gives 4 algorithms (requiring linear space) for listing all triangles and quadrangles in G in O(a(G)m) time (for planar graphs both run in linear time), all subgraphs of order 1 in \(O(\ell a(G)^{\ell -2})\) time and all cliques in O(a(G)m) time per clique ...
Norishige Chiba, Takao Nishizeki
exaly +3 more sources
From Stars to Diamonds: Counting and Listing Almost Complete Subgraphs in Large Networks
Abstract Listing dense subgraphs is a fundamental task with a variety of network analytics applications. A lot of research has been done focusing on $k$-cliques, i.e. complete subgraphs on $k$ nodes. However, requiring complete connectivity between the nodes of a subgraph may be too restrictive in many real applications.
Irene Finocchi +2 more
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Listing Acyclic Subgraphs and Subgraphs of Bounded Girth in Directed Graphs
The girth of a directed graph is the length of its shortest directed cycle. We consider the problem of generating all subgraphs of girth at least g in a directed graph G with n vertices and m edges. This generalizes the problem of generating acyclic subgraphs (i.e., with no directed cycle), that correspond to the subgraphs of girth at least \(n+1 ...
Alessio Conte +3 more
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