代码搜索:Nearest

找到约 1,596 项符合「Nearest」的源代码

代码结果 1,596
www.eeworm.com/read/139007/13195411

m skewpart.m

function S = skewpart(A) %SKEWPART Skew-symmetric (skew-Hermitian) part. % SKEWPART(A) is the skew-symmetric (skew-Hermitian) part of A, % (A - A')/2. % It is the neare
www.eeworm.com/read/403808/11509095

f90 cvt_mesh.f90

program main !*****************************************************************************80 ! !! MAIN is the main program for CVT_TET_MESH. ! ! Discussion: ! ! CVT_TET_MESH uses CVT sampling on
www.eeworm.com/read/174450/9587168

cpp sparsematrixongpu2.cpp

// SparseMatrixOnGPU2.cpp: implementation of the SparseMatrixOnGPU2 class. // ////////////////////////////////////////////////////////////////////// #include "stdafx.h" #include "shadow.h" #inc
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m knnr.m

%KNNR Nearest neighbor regression % % Y = KNNR(X,K) % % INPUT % X Regression dataset % K number of neighbors (default K=3) % % OUTPUT % Y k-nearest neighbor regression % % DESCRIPTIO
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m ans4_15.m

% Interpolation using the four methods x=[1 1.1 1.2 1.3 1.4]; y=[1.00000 1.23368 1.55271 1.99372 2.61170]; length_of_x=length(x); scalar_x=x(1):0.05:x(length_of_x); length_of_sx=length(scalar_x);
www.eeworm.com/read/426535/9014882

m ex1606.m

%例16-6 二维插值方法效果比较 [x,y] = meshgrid(-3:1:3); %产生已知数据栅格点 z = peaks(x,y); %计算已知点上的函数值 surf(x,y,z) %画基于已知数据点的三维表面图,如图16-8 title('graphic based on original data') %对图形加标题 [xi,yi] = meshgrid(-3:0.25:3
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m ans5_4.m

% Interpolation using the four methods x=[1 1.1 1.2 1.3 1.4]; y=[1.00000 1.23368 1.55271 1.99372 2.61170]; length_of_x=length(x); scalar_x=x(1):0.05:x(length_of_x); length_of_sx=length(scalar_x);
www.eeworm.com/read/417309/10996151

m ans5_4.m

% Interpolation using the four methods x=[1 1.1 1.2 1.3 1.4]; y=[1.00000 1.23368 1.55271 1.99372 2.61170]; length_of_x=length(x); scalar_x=x(1):0.05:x(length_of_x); length_of_sx=length(scalar_x);
www.eeworm.com/read/449504/7502923

m compare_weights.m

% PURPOSE: An example of model comparison using far_g() function % to compare various weight matrix specifications % (on a small data set) %---------------------
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m knnr.m

%KNNR Nearest neighbor regression % % Y = KNNR(X,K) % % INPUT % X Regression dataset % K number of neighbors (default K=3) % % OUTPUT % Y k-nearest neighbor regression % % DESCRIPTIO