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The Gilbert network problem is a generalization of the Steiner minimal tree problem derived by adding flow‐dependent weights to the edges.
Abstract: The Gilbert network problem is a generalization of the Steiner minimal tree problem derived by adding flow-dependent weights to the edges.
Apr 1, 1999 · The Gilbert network problem is a generalization of the Steiner minimal tree problem derived by adding flow-dependent weights to the edges.
Title. Pseudo-Gilbert-Steiner trees. Authors. Trietsch, D.; Weng, J. F.. Publication. Networks, 1999, Vol 33, Issue 3, p175. ISSN. 0028-3045.
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A Steiner Tree is a subgraph that connects a set of required terminals, and we want to find the Steiner Tree with minimum cost. We see three ...
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Such Gilbert networks that might contain cycles but can be constructed using the Gilbert-Melzak method are called pseudo-Gilbert-Steiner trees following ...
The Steiner tree became an important research topic in mathematics and computer science due to its applications in telecommunication and computer networks.
We present pseudo-polynomial time algorithms for fixed topology Steiner tree problems with various time-delay constraints. We study the spanning forest ...
A (nonfull) Steiner tree is linear if it is a degeneracy of a full linear Steiner tree. Suppose P is a simple polygonal line. Roughly speaking, T is similar to ...
Abstract. An approximate Steiner tree is a Steiner tree on a given set of terminals in Euclidean space such that the angles at the Steiner points are within ...