Results 41 to 50 of about 35,371 (162)
Efficient Maintenance of Minimum Spanning Trees in Dynamic Weighted Undirected Graphs
This paper presents an algorithm for effectively maintaining the minimum spanning tree in dynamic weighted undirected graphs. The algorithm efficiently updates the minimum spanning tree when the underlying graph structure changes.
Mao Luo +5 more
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Cross Decomposition of the Degree-Constrained Minimum Spanning Tree problem [PDF]
As computer communication networks become a prevalent part in our daily life, the importance of efficient design of those networks becomes more evident.
Han-Suk Sohn, Dennis Bricker
doaj
Algorithms for the minimum spanning tree problem with resource allocation
We formulate the minimum spanning tree problem with resource allocation (MSTRA) in two ways, as discrete and continuous optimization problems (d-MSTRA/c-MSTRA), prove these to be NP-hard, and present algorithms to solve these problems to optimality.
Seiji Kataoka, Takeo Yamada
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The Minimum Spanning Tree Problem on networks with Neutrosophic numbers [PDF]
The minimum spanning tree problem (MSTP) revolves around creating a spanning tree (ST) within a graph/network that incurs the least cost compared to all other potential STs.
Kalyan Adhikary +2 more
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Spanning Trees Minimizing Branching Costs [PDF]
The Minimum Branch Vertices Spanning Tree problem aims to find a spanning tree $T$ in a given graph $G$ with the fewest branch vertices, defined as vertices with a degree three or more in $T$.
Luisa Gargano, Adele A. Rescigno
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One of useful graph theory to solve the real problems is Minimum Spanning Tree (MST). MST is network optimization problems that can be applied in many fields such as transportations problems and communication network design (Gruber and Raidl, 2005).
Swaditya Rizki
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Penelitian ini bertujuan untuk menentukan pohon merentang minimum (Minimum Spanning Tree) terhadap lintasan yang mengarah ke Pusat Perbelanjaan di Kota Palopo menggunakan Algoritma Semut.
Fatimah Fatimah, Marwan Sam
doaj
Solving the Minimum Spanning Tree Problem Under Interval-Valued Fermatean Neutrosophic Domain [PDF]
In classical graph theory, the minimal spanning tree (MST) is a subgraph that lacks cycles and efficiently connects every vertex by utilizing edges with the minimum weights.
Souhail Dhouib +3 more
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Minimum Diameter Spanning Tree
In this paper, we discuss the simple connected graphs which have a minimum diameter spanning tree such that both have same domination number.
V. T. Chandrasekaran, N. Rajasri
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This study aims to determine the minimum spanning tree of a complete graph K_n with weight constraints and completion using the cutting plane method. The cutting plane method is one of the algorithms included in the exact method.
Dewi Suhika, Wamiliana Wamiliana
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