代码搜索：coefficient
找到约 3,200 项符合「coefficient」的源代码
代码结果 3,200
www.eeworm.com/read/331961/12794137
m feode2l.m
function [k]=feode2l(acoef,bcoef,ccoef,eleng)
%-------------------------------------------------------------------
% Purpose:
% element matrix for (a u'' + b u' + c u)
% using linear el
www.eeworm.com/read/144399/12797524
m demoode45args.m
function demoODE45args(alpha)
% demoODE45args Integrate dy/dt = -alpha*y; y(0) = 1 with variable alpha
%
% Synopsis: demoODE45
% demoODE45(alpha)
%
% Input alpha = (optional)
www.eeworm.com/read/143745/12847749
m binomial.m
function b = binomial(n,k)
%BINOMIAL compute binomial coefficient
%
% Usage: b = binomial(n,k)
%
% Parameters: ( n )
% b = ( )
% ( k )
%
% Author: Steve Gunn (sr
www.eeworm.com/read/143441/12874914
m binomial.m
function b = binomial(n,k)
%BINOMIAL compute binomial coefficient
%
% Usage: b = binomial(n,k)
%
% Parameters: ( n )
% b = ( )
% ( k )
%
% Author: Steve Gunn (sr
www.eeworm.com/read/244076/12892280
m coef2b.m
function [b]=coef2b(coefs,thsize);
%
% [b]=coef2b(coefs,thsize);
%
% Converts a coefficient string into a bias
% vector
%
% b = returned bias vector
% coefs = coefficient string
% thsize = nu
www.eeworm.com/read/329420/12955649
m binomial.m
function b = binomial(n,k)
%BINOMIAL compute binomial coefficient
%
% Usage: b = binomial(n,k)
%
% Parameters: ( n )
% b = ( )
% ( k )
%
% Author: Steve Gunn (sr
www.eeworm.com/read/243094/12964728
m exa050904_latcfilt.m
% ------------------------------------------------------------------------------
% exa050904_latcfilt.m , for example 5.9.4
%to test latcfilt.m and to realize filtering with LATTICE coefficient.
%
www.eeworm.com/read/328838/12999059
m findind2.m
function [aindP,aindQ]=findInd2(ni, nb, T0, nswing)
% find coefficient in Mind
aind=0;
if nb>nswing
aindP=T0(ni, nb-1);
aindQ=T0(ni, 178+nb-1);
elseif nb
www.eeworm.com/read/328838/12999083
m findind.m
function aind=findInd(ni, nb, Mind, nswing)
% find coefficient in Mind
aind=0;
if nb>nswing
aind=Mind(ni, nb-1);
elseif nb
www.eeworm.com/read/140739/13064204
cpp rootnewtonhilldown.cpp
//RootNewtonHillDown.cpp
//牛顿下山法求解代数方程全部根(实根和复根)
#include //输入输出流头文件
#include "NonLinearEquation.h" //非线性方程(组)求解头文件
using namespace std; //名字空间
void main(void)
{
int i, i