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K3 Edge Cover Problem in a Wide Sense - J-Stage
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K3 Edge Cover Problem in a Wide Sense | Request PDF
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2024年10月22日 — In this study, we consider a problem, for a given graph G = (V, E), of finding the minimum number of 3-cliques (K3s) that cover all edges of ...
K3 Edge Cover Problem in a Wide Sense
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In this study, we consider a problem, for a given graph G = ( V , E ), of finding the minimum number of 3-cliques ( K 3 s) that cover all edges of G ...
K3 Edge Cover Problem in a Wide Sense - CiNii Research
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由 C Kyohei 著作2020被引用 1 次 — In this study, we consider a problem, for a given graph G = (V, E), of finding the minimum number of 3-cliques (K3s) that cover all edges of G. Multiple ...
i>K 3 Edge Cover Problem in a Wide Sense
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In this paper, we present the first uniform random sampling based approach for this challenging problem and achieve linear time solutions for three cases, ...
Atsuki Nagao - Google znalac
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k3 edge cover problem in a wide sense. K Chiba, R Belmonte, H Ito, M Lampis, A Nagao, Y Otachi. Journal of Information Processing 28, 849-858, 2020. 1, 2020.
a beginner's guide to edge and cover ideals
McMaster University
https://ms.mcmaster.ca › MONICA_Lectures
McMaster University
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由 A VAN TUYL 著作被引用 68 次 — Abstract. Our goal is to introduce the basics properties of edge and cover ideals, and to introduce some current research themes.
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A Turán-type generalization of Tuza's triangle edge cover ...
The Australasian Journal of Combinatorics
https://ajc.maths.uq.edu.au › pdf › ajc_v78_p399
The Australasian Journal of Combinatorics
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由 P Borg 著作2020 — The classical Turán problem is to determine, for a given graph H, the maximum number of edges a graph can have if it contains no copy of H. Turán [20] solved ...
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Atsuki Nagao
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k3 edge cover problem in a wide sense. K Chiba, R Belmonte, H Ito, M Lampis, A Nagao, Y Otachi. Journal of Information Processing 28, 849-858, 2020. 1, 2020.
Exponential Speedup of Fixed Parameter Algorithms on K3 ...
UPC Universitat Politècnica de Catalunya
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UPC Universitat Politècnica de Catalunya
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The k-vertex cover problem (VC) asks whether there exists a subset C of at most k vertices such that every edge of G has at least one endpoint in C. This ...
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