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The phrase "a minimum spanning tree" is correct and usable in written English.
It is typically used in the context of graph theory and computer science to refer to a subset of edges that connects all vertices in a graph with the minimum possible total edge weight.
Example: "To optimize the network design, we need to find a minimum spanning tree that connects all the nodes with the least cost."
Alternatives: "an optimal spanning tree" or "a least-cost spanning tree".
Exact(60)
A minimum spanning tree is obtained using Kruskal's algorithm [36].
For this, a minimum spanning tree clustering algorithm is applied, which is detailed in [36].
Finally, a minimum spanning tree is built to highlight the crack and remove the noise.
A minimum spanning tree projection was used to randomly select the projection nodes [22].
A polynomial approximation algorithm was presented by constructing a minimum spanning tree [25].
It finds a minimum spanning tree using a greedy strategy based on COST l.
A minimum spanning tree based topology control algorithm was proposed in [25], which achieved network connectivity with minimal power consumption.
These nodes are a subset of the stations participating in the MANET which conforms a minimum spanning tree (MST).
More efficient approaches find a minimum spanning tree only among edges in the Delaunay triangulation of the points.
To this end, a minimum spanning tree is constructed and afterwards a reconnection procedure closes the lines.
The authors in [16] proposed a minimum spanning tree (MST -based topology control scheMST -basedeeps topologyork controlivity and haschemeded node degrees [16].
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com