Description: A convex polygon P 8 vertex clockwise {v1, v2, ..., v8}, any two vertices of the segment between the weights given by the matrix D. If vi and vj are not adjacent to P on two vertices, then P is a line segment vivj called chord. Find P of a chord set T, such that T in all the strings happen to the P divided into non-overlapping triangles, and each triangle weights and the minimum (a triangular weighting of their respective weights of the edges and) .
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homework_algo
.............\Debug
.............\.....\homework_algo.exe
.............\.....\homework_algo.ilk
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.............\homework_algo
.............\homework_algo.sdf
.............\homework_algo.sln
.............\homework_algo.suo
.............\.............\assignment1_dp.h
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.............\.............\.....\main.obj
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.............\.............\.....\vc100.idb
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.............\.............\homework_algo.vcxproj
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.............\.............\main.cpp
.............\ipch
.............\....\homework_algo-c0aeb4b9
.............\....\......................\homework_algo-bc3d46da.ipch
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