Description: Demand coefficient of linear equations using the interpolation formula is relatively complex structure, construction method can use interpolation. Nodes xi (i = 0,1, ..., n) in any point xk (0 < = k < = n) n as a polynomial lk (xk), making it the point value of 1, In the remaining points xi (i = 0,1, ..., k-1, k+1, ..., n) for the 0, then polynomial interpolation Ln (x) = y0l0 (x)+ y1l1 (x)+ y2l2 (x)+ ...+ ynln (x) the type that: n points xi (i = 0,1, ..., k-1, k+1, ..., n) is lk (x) of zero. Can be obtained lk
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lagra\debug\lagra.exe
.....\.....\lagra.ilk
.....\.....\lagra.pdb
.....\lagra\Debug\BuildLog.htm
.....\.....\.....\lagra.exe.embed.manifest
.....\.....\.....\lagra.exe.embed.manifest.res
.....\.....\.....\lagra.exe.intermediate.manifest
.....\.....\.....\lagra.obj
.....\.....\.....\mt.dep
.....\.....\.....\vc80.idb
.....\.....\.....\vc80.pdb
.....\.....\lagra.cpp
.....\.....\lagra.vcproj
.....\.....\lagra.vcproj.PC-200908141306.Administrator.user
.....\lagra.ncb
.....\lagra.sln
.....\lagra.suo
.....\.....\Debug
.....\debug
.....\lagra
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