代码搜索：Simpson
找到约 618 项符合「Simpson」的源代码
代码结果 618
www.eeworm.com/read/130817/14173761
asv func5p1.asv
%Integration,using N-L methom
I1=4*(atan(1)-atan(0))
%Trapz Rule
I2=1/2*(sub5p1(1)+sub5p1(0))
%Simpson Rule
I3=1/6*(sub5p1(1)+4*sub5p1(1/2)+sub5p1(0))
%Composite Trapezoidal Rule
x=linspace(0,1
www.eeworm.com/read/455055/7378378
m f.m
function y=f(x)
%y=log10(x+2);
%y=x-10.^x+2;
%y=10.^x-2;
%y=x^4+5*x^3-9*x^2-85*x-136;
%y=600*x^4-550*x^3+200*x^2-20*x-1;
%y=3*(x-sin(x));
%y=(x-sin(x))*(1-cos(x));
%y=x.^2;
%y=-w+t+1;
%y=sqr
www.eeworm.com/read/105943/15651938
url linux-ipsec [fwd draft-simpson-danger-isakmp-01.txt].url
[InternetShortcut]
URL=http://www.sandelman.ottawa.on.ca/linux-ipsec/html/1999/06/msg00319.html
Modified=E06B377AD6C9BF015B
www.eeworm.com/read/400422/11577343
m ex4.m
syms symbol_x;
f1 = sqrt(4-(sin(symbol_x))^2);
f2 = sin(symbol_x) / symbol_x;
f3 = exp(symbol_x) / (4+symbol_x^2);
syms A1;
syms A2;
syms A3;
for i = 1 : 9
A1(i,1)=trapezoid_integr
www.eeworm.com/read/134856/13972826
win makefile.win
# Project: simpson
# Makefile created by Dev-C++ 4.9.8.0
CPP = g++.exe
CC = gcc.exe
WINDRES = windres.exe
RES =
OBJ = main.o $(RES)
LINKOBJ = main.o $(RES)
LIBS = -L"d:/Dev-Cpp/lib"
www.eeworm.com/read/429606/8800162
css nav.css
/* ------------------------------------------------------
Copyright University of Auckland 2004
Created by Brent Simpson, brent.simpson@auckland.ac.nz
Centre for Flexible and Distance Lea
www.eeworm.com/read/375515/2724162
m m5_1.m
%%%%%%%%%%%%%%%% Trapezoidal or Simpson %%%%%%%%%%%%%%%%%%%%%%%%%%%
fprintf('\n Rules of Trapezoidal/Simpson\n');
fprintf('The function to be integrated is hard--coded infunction()\n');
z=input('
www.eeworm.com/read/375515/2724157
asv m5_1.asv
%%%%%%%%%%%%%%%% Trapezoidal or Simpson %%%%%%%%%%%%%%%%%%%%%%%%%%%
function Simpson=Simpson(n,a,b)
h=(b-a)/n;
x=[a:h:b];
for i=1:n
xx(i)=x(i)+h/2;
end
yy=f(xx);
y=f(x);
Result=h/6*(4*
www.eeworm.com/read/142301/12952525
cpp 单精度simpson.rute法求二维有限区间的积分.cpp
#include
#include
float func(float x1,float x2);
///////////////////////////////////////////////////////////////
// 单精度Simpson.Rute求二维有限区域的积分
www.eeworm.com/read/276929/4160886
rtf
#------------------------------------------------------------------------------
# rtf: file(1) magic for Rich Text Format (RTF)
#
# Duncan P. Simpson, D.P.Simpson@dcs.warwick.ac.uk
#
0 string {\\rtf