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找到约 3,762 项符合「Integration」的源代码

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cpp main.cpp

/**************************************************************************** ** ** Copyright (C) 2004-2007 Trolltech ASA. All rights reserved. ** ** This file is part of the example classes of the Qt
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m alg042.m

% ROMBERG ALGORITHM 4.2 % % To approximate I = integral ( f(x) dx ) from a to b: % % INPUT: endpoints a, b; integer n. % % OUTPUT: an array R. ( R(2,n) is the approximation to I.
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m alg042.m

% ROMBERG ALGORITHM 4.2 % % To approximate I = integral ( f(x) dx ) from a to b: % % INPUT: endpoints a, b; integer n. % % OUTPUT: an array R. ( R(2,n) is the approximation to I.
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cpp num_int.cpp

//Numerical Integration(Trapezoidal Rule,Simpson's 1/3 Rule,Simpson's 3/8 Rule) #include #include void main() { float a,b,x[20],y[20],s=0,h; int i,w,n; printf("\n\t\t
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m integ2d.m

function som=integ2d(mat,x,y); %INTEG2D Approximate 2-D integral. % SOM=INTEG2D(MAT,X,Y) approximates the 2-D integral of % matrix MAT according to abscissa X and ordinate Y. % % MAT : MxN matrix to
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m integ2d.m

function som=integ2d(mat,x,y); %INTEG2D Approximate 2-D integral. % SOM=INTEG2D(MAT,X,Y) approximates the 2-D integral of % matrix MAT according to abscissa X and ordinate Y. % % MAT : MxN matrix to
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m integ2d.m

function som=integ2d(mat,x,y); %INTEG2D Approximate 2-D integral. % SOM=INTEG2D(MAT,X,Y) approximates the 2-D integral of % matrix MAT according to abscissa X and ordinate Y. % % MAT : MxN matrix to
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m integ2d.m

function som=integ2d(mat,x,y); %INTEG2D Approximate 2-D integral. % SOM=INTEG2D(MAT,X,Y) approximates the 2-D integral of % matrix MAT according to abscissa X and ordinate Y. % % MAT : MxN matrix to
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h euler.h

/*************************************************************************** euler.h - description ------------------- copyright
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txt readme1st.txt

README FIRST for XFFT16 16-point, 16-bit Complex FFT Contains: xfft16ngo.zip: NGO files for FFT implementation with instructions for Foundation schem