代码搜索:Step

找到约 10,000 项符合「Step」的源代码

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java alganimframe.java

/* AlgAnimFrame.java */ import java.awt.*; import java.applet.*; import java.io.*; import java.net.*; public class AlgAnimFrame extends Frame { AlgAnimApp parentApp; URL sourceURL; Strin
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java alganimframe.java

/* AlgAnimFrame.java */ import java.awt.*; import java.applet.*; import java.io.*; import java.net.*; public class AlgAnimFrame extends Frame { AlgAnimApp parentApp; URL sourceURL; Strin
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m kf_predict.m

%KF_PREDICT Perform Kalman Filter prediction step % % Syntax: % [X,P] = KF_PREDICT(X,P,A,Q,B,U) % % In: % X - Nx1 mean state estimate of previous step % P - NxN state covariance of previ
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m ekf_predict1.m

%EKF_PREDICT1 1st order Extended Kalman Filter prediction step % % Syntax: % [M,P] = EKF_PREDICT1(M,P,[A,Q,a,W,param]) % % In: % M - Nx1 mean state estimate of previous step % P - NxN st
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m combinetraprl.m

function [I,step] = CombineTraprl(f,a,b,eps) %f 被积函数 %a,b 积分上下限 %eps 精度 %I 积分结果 %step 积分的子区间数 if(nargin ==3) eps=1.0e-4; end n=1; h=(b-a)/2; I1=0; I2=(subs(sym(f),findsym(sym
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m intsimpson.m

function [I,step] = IntSimpson(f,a,b,type,eps) %type = 1 辛普森公式 %type = 2 辛普森3/8公式 %type = 3 复合辛普森公式 if(type==3 && nargin==4) eps=1.0e-4; %缺省精度为0.0001 end I=0; switch
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m intsimpson.m

function [q,step] = IntSimpson(f,a,b,type,eps) %被积函数:f %积分下限:a %积分上限:b %辛普森公式的类型:type %eps 精度 %积分结果:q %积分的子区间数:step if(type==3 && nargin==4) disp('缺少参数!'); end q=0; s
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txt 三角形.txt

#include struct point{double x,y;}; struct line{point a,b;}; double distance(point p1,point p2){ return sqrt((p1.x-p2.x)*(p1.x-p2.x)+(p1.y-p2.y)*(p1.y-p2.y)); } point intersection(
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cpp programview.cpp

// programView.cpp : implementation of the CProgramView class // #include "stdafx.h" #include "program.h" #include "programDoc.h" #include "programView.h" #include "Chess.h" #include "Manag
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cpp managers.cpp

// Managers.cpp: implementation of the Managers class. // ////////////////////////////////////////////////////////////////////// #include "stdafx.h" #include "program.h" #include "Managers.h"