Analysis of Fuzzy Least Tree
Yang Guan-zhong · 2007
The weight of each edge in connected and undirected network graphs can’t be expressed as a constant without fuzziness. The paper studies the connected and undirected network with the theory and methods of fuzzy math to get least tree ,makes the length of edge in network graphs with fuzzy math, gives the concept of fuzzy optimal tree, sets up the model of appropriately connected and undirected network optimal tree in the fuzzy circumstances, analyzes the model with the algorithm of fuzzy optimal tree. At last, taking, the building of a communicate network in city as an example to show the solution and decision-making measures. This method is proved to be effective by the result of the experiment data.