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找到约 10,000 项符合「查表法」的源代码

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cpp 例2_7.cpp

//两个升序链表合并 #include struct link { int data; //元素类型 link *next; //指针类型,存放下一个元素地址 }; link *rcreat( )//尾插法建立链表 { link *s,*r,*p; int i; p=r=new link; p->ne
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m test_my_ode.m

function test_my_ode % 以一步Euler法说明MATLAB/ODEs的实现及封装方法 % $sunshengli@sohu.com $ % $Date: 2005/07/20 $ h = 0.1; t = 0:0.1:20; y0 = -4; % [t,y] = ode45(@odefun,t,y0); % 使用Ma
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htm 003.htm

【中英對照】The Master Key System 24週財富金鑰系統Week 3_吸引力法則 Law of Attraction .error{co
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htm 001.htm

【中英對照】The Master Key System 24週財富金鑰系統Week 1_吸引力法則 Law of Attraction .error{c
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c thrice.c

/* 用弦截法求解方程的根 */ # include # include float f(float x) { float y; y = ((x-8.0)*x+12.0)*x - 30.0; return y; } float xpoint(float x1, float x2) /* 定义函数xpoint,求出弦
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c thrice.c

/* 用弦截法求解方程的根 */ # include # include float f(float x) { float y; y = ((x-8.0)*x+12.0)*x - 30.0; return y; } float xpoint(float x1, float x2) /* 定义函数xpoint,求出弦
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m simplex.m

function [val, X, exitFlag] = simplex(A, b, B, c) %function [val, X, exitFlag] = simplex(A, b, B, c) % simplex.m % 单纯形法求解线性规划 % 函数输入各项为标准型对应值 % val 最优解的值 % X 最优解 1*n % exitFlag
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m 15-3.m

I = imread('rice.tif'); BW = edge(I,'canny'); % 以自动阈值选择法对图像进行Canny算子检测 [BW,thresh] = edge(I,'canny'); % 返回当前Canny算子边缘检测的阈值 disp('Canny算子自动选择的阈值为:') disp(thresh) subplot(121),imshow(BW); title(
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cpp le_tridiagonalequationgauss.cpp

//LE_TridiagonalEquationGauss.cpp 求解三对角线方程组的追赶法 #include //输入输出流头文件 #include "LinearEquation.h" //线性方程(组)求解头文件 void main() { int i; double b[13] = { 13.0, 12.
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m untitled.m

%==============平移对应法============== %==============基于Logistic映射============== clear; q=8;%频隙数 L=60; N=L*q; d=10;%跳频间隔 x0(1)=0.35; for i=2:N x0(i)=4*x0(i-1)*(1-x0(i-1)); end %==============