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HessianSSR

于 2013-08-30 发布文件大小:15KB

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下载积分: 1 下载次数: 18

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代码说明：

基于Hessian能量的半监督回归，并将其应用于半监督维数约简。(This is code for the semi-supervised regression using Hessian energy. Kwang In Kim, Florian Steinke and Matthias Hein, "Semi-supervised Regression using Hessian energy with an application to semi-supervised dimensionality reduction" NIPS 2009)

文件列表：

AddCodesforDigits
.................\DisplayPatches.m,1444,2009-03-11
.................\EucDist.m,578,2009-11-19
.................\MarkEmbeddingPath.m,1678,2009-11-19
.................\Plot3DCoordsofImgs.m,535,2009-11-06
CompactKernel.m,1911,2009-08-10
ComputeX.m,446,2009-02-11
ConstructHessian.m,4813,2009-11-19
ConstructLocalHessian.m,1349,2009-11-06
ExampleDigits.m,4276,2009-11-19
ExampleSinusoidsonSpiral.m,2640,2009-11-06
ExampleTwoPointsonSpiral.m,2581,2009-11-06
ForwardPCA.m,361,2009-11-04
GetKNN.m,2378,2009-11-19
GetNormalCoordG.m,2034,2009-11-04
GetNormalCoordGGivenTS.m,1018,2009-11-04
PerformPCA.m,1077,2009-11-04
PerformRegression.m,1769,2009-11-19
Plot3DCoordsofImgs.m,535,2009-11-06
readme.txt,3807,2009-11-19

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ＭＡＴＡＬＢ
这个程序是基于ＭＡＴＡＬＢ平台实现的，由于本程序是自己编的，所以还有不足的地方如那位大侠有好的建议请提出(This procedure is based on the MATALB platform, as a result of this process is allocated its own, so there are less than places such as the heroes who have put forward good suggestions, please)

2009-05-05 23:44:11下载

积分：1
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说明：给定n种物品和一个背包,物品i的重量是Wi,价值是vi,被包容量是C,应该如何选择装入被包的物品,使得装入背包中物品的总价值最大?对于每种物品i,只有两种选择,装入或者不装入. 输入:第一行两个正整数n(物品数)和C(容量) 第二行n个正整数n,表示物品价值第三行n个正整数n,表示物品重量输出:第一行表示总价值第二行n个数(0/1),0表示物品不装入,1表示装入例如, 输入: 5 10 6 3 5 4 6 2 2 6 5 4 输出 15 1 1 0 0 1 (Species of a given n items and a backpack, the weight of item i is Wi, the value of vi, was packet capacity is C, should be how to choose a package of items to be loaded, the backpack load in the largest total value of goods? For each item i, there are only two options, loaded or not loaded. Input: the first line of the two positive integer n (the number of items) and C (capacity) of the second line of n positive integer n, that the value of the third line of n positive integer n, that the weight of output: the total value of the first line of the second line, said n number of (0/1), 0 that the items do not load, that load 1 for example, enter: 5,106,354,622 6 5 4 output 15 1 1 0 0 1)

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