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Information Journal Paper

Title

An approximation algorithm for the balanced capacitated minimum spanning tree problem

Pages

  1479-1492

Abstract

Capacitated minimum spanning tree problem (CMSTP), a well-known combinatorial optimization problem, holds the central place in telecommunication network design. This problem involves nding a minimum cost spanning tree with an extra cardinality limitation on the orders of the subtrees incident to a certain root node. The Balanced Capacitated minimum spanning tree problem (BCMSTP) is a special case that aims to balance the orders of the subtrees. This problem is an NP-hard one and presents two Approximation algorithms in this paper. By considering the maximum order of the subtrees Q, a (3 􀀀 1Q )-approximation algorithm was provided to nd a balanced solution. This result was improved to a (2: 5 +  ) approximation algorithm (for every given  > 0) in the 2d-Euclidean spaces. Also, a Polynomial Time Approximation Scheme (PTAS) was presented for CMSTP.

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    APA: Copy

    FALLAH, H., DIDEHVAR, F., & RAHMATI, F.. (2021). An approximation algorithm for the balanced capacitated minimum spanning tree problem. SCIENTIA IRANICA, 28(3 (Transactions D: Computer Science and Engineering and Electrical Engineering)), 1479-1492. SID. https://sid.ir/paper/978185/en

    Vancouver: Copy

    FALLAH H., DIDEHVAR F., RAHMATI F.. An approximation algorithm for the balanced capacitated minimum spanning tree problem. SCIENTIA IRANICA[Internet]. 2021;28(3 (Transactions D: Computer Science and Engineering and Electrical Engineering)):1479-1492. Available from: https://sid.ir/paper/978185/en

    IEEE: Copy

    H. FALLAH, F. DIDEHVAR, and F. RAHMATI, “An approximation algorithm for the balanced capacitated minimum spanning tree problem,” SCIENTIA IRANICA, vol. 28, no. 3 (Transactions D: Computer Science and Engineering and Electrical Engineering), pp. 1479–1492, 2021, [Online]. Available: https://sid.ir/paper/978185/en

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