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Solving a tri-objective convergent product network using the Steiner tree
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R. Hassanzadeh   , I. Mahdavi |
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Abstract: (6452 Views) |
| Considering convergent product as an important manufacturing technology for digital products, we integrate functions and sub-functions using a comprehensive fuzzy mathematical optimization process. To form the convergent product, a web-based fuzzy network is considered in which a collection of base functions and sub-functions configure the nodes and each arc in the network is to be a link between two nodes. The aim is to find an optimal tree of functionalities in the network adding value to the product in the web environment. First, a purification process is performed in the product network to assign the links among bases and sub-functions. Then, numerical values as benefits and costs are determined for the arc and the node, respectively. Also, a fuzzy customers’ value corresponding to the arcs is considered. Next, the Steiner tree methodology is adapted to a multi-objective model of the network to find the optimal tree. A fuzzy multi-objective solution methodology is developed for solving the proposed problem. Finally, an example is worked out to illustrate the proposed approach. |
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Full-Text [PDF 748 kb]
(2719 Downloads)
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Type of Study: Research |
Subject:
Special
Received: 2014/05/30 | Accepted: 2014/05/30 | Published: 2014/05/30
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