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3-18有向树k值

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  • Update : 2017-12-18
  • Size : 300kb
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  • Author :为****
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Introduction - If you have any usage issues, please Google them yourself
A set F that consists of the k vertices of the tree T is required to minimize the value of the cost (F) = min w (x) *d (x, U). In general, a directed tree is a multi tree, in order to facilitate the calculation, we put the tree change become the equivalent of two binary tree, the first son of each vertex in the left vertex vertex of the son of her father, additional vertex and add a 0 right side for 0 the right son vertex. Then the left son's vertex in the same way is added to the other son points in the same way, and continues until all the vertices are finished. The two forked tree has the same minimum cost as the tree T.
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FilenameSizeUpdate
3-18有向树k值
3-18有向树k值\Debug
3-18有向树k值\Debug\kmt2.exe 229450 2017-11-26
3-18有向树k值\Debug\kmt2.ilk 264076 2017-11-26
3-18有向树k值\Debug\kmt2.obj 15847 2017-11-26
3-18有向树k值\Debug\kmt2.pch 307988 2017-11-26
3-18有向树k值\Debug\kmt2.pdb 451584 2017-11-26
3-18有向树k值\Debug\vc60.idb 50176 2017-11-30
3-18有向树k值\Debug\vc60.pdb 61440 2017-11-26
3-18有向树k值\input.txt 35 2017-11-26
3-18有向树k值\kmt2.cpp 2510 2017-11-26
3-18有向树k值\kmt2.dsp 3377 2017-11-26
3-18有向树k值\kmt2.dsw 516 2017-11-26
3-18有向树k值\kmt2.ncb 41984 2017-11-30
3-18有向树k值\kmt2.opt 48640 2017-11-30
3-18有向树k值\kmt2.plg 738 2017-11-26
3-18有向树k值\output.txt 3 2017-11-30
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