Results 31 to 40 of about 22,888 (290)
Recognizing weighted directed cartesian graph bundles
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Zmazek, Blaž, Žerovnik, Janez
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Regularity-based spectral clustering and mapping the Fiedler-carpet
We discuss spectral clustering from a variety of perspectives that include extending techniques to rectangular arrays, considering the problem of discrepancy minimization, and applying the methods to directed graphs. Near-optimal clusters can be obtained
Bolla Marianna +4 more
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We introduce resource allocation techniques for problems where (i) the agents express requests for obtaining item bundles as compact edge-weighted directed acyclic graphs (each path in such a graph is a bundle whose valuation is the sum of the weights of
Stéphanie Roussel +3 more
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Minimum 2SAT-DELETION: inapproximability results and relations to Minimum Vertex Cover [PDF]
The MINIMUM 2SAT-DELETION problem is to delete the minimum number of clauses in a 2SAT instance to make it satisfiable. It is one of the prototypes in the approximability hierarchy of minimization problems Khanna et al.
Chlebikova, Janka +5 more
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Weight-discounted Symmetrization in Clustering Directed Graphs
An increasing attention has been recently devoted to uncovering community structure in directed graphs which widely exist in real-world complex networks such as social networks, citation networks, World Wide Web, email networks, etc. A two-stage framework for detecting clusters is an effective way for clustering directed graphs while the first stage is
Bin He +3 more
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On The Determinant of q-Distance Matrix of a Graph
In this note, we show how the determinant of the q-distance matrix Dq(T) of a weighted directed graph G can be expressed in terms of the corresponding determinants for the blocks of G, and thus generalize the results obtained by Graham et al.
Li Hong-Hai, Su Li, Zhang Jing
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Objective: This study aimed to investigate differences in brain networks between healthy children and children with attention deficit hyperactivity disorder (ADHD) during an attention test.
Ali Ekhlasi +2 more
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Edge-weighting of gene expression graphs [PDF]
In recent years, considerable research efforts have been directed to micro-array technologies and their role in providing simultaneous information on expression profiles for thousands of genes.
Kerr, Gráinne +8 more
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REGULAR PATTERN MINING (WITH JITTER) ON WEIGHTED-DIRECTED DYNAMIC GRAPHS [PDF]
Real world graphs are mostly dynamic in nature, exhibiting time-varying behaviour in structure of the graph, weight on the edges and direction of the edges.
A. GUPTA +3 more
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Ollivier Ricci curvature of directed hypergraphs
Many empirical networks incorporate higher order relations between elements and therefore are naturally modelled as, possibly directed and/or weighted, hypergraphs, rather than merely as graphs.
Marzieh Eidi, Jürgen Jost
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