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F 的代码
f.ep
# CHK=0x1C17
#+------------------------------------------------------
# f.eq - colorful finger on remote BSD system
#-------------------------------------------------------
#+:EDITS:*/
#:09-10-1992-1
29f4ea1240f157649c12466f01f46f60.gwt.rpc.svn-base
com.google.gwt.user.client.rpc.IncompatibleRemoteServiceException, true
java.lang.Exception, false
java.lang.RuntimeException, false
java.lang.String, true
java.lang.Throwable, false
f0f808f57fbf001c1f64ee89f3b08a66
教学督导组--用户留言
tool_delete.xpm
/* XPM */
static char * tool_delete_xpm[] = {
"32 32 148 2",
" c None",
". c #9E2C3F",
"+ c #A1272E",
"@ c #A0272E",
"# c #A0272D",
"$ c #AE2A2A",
"% c #C83434",
"& c #A0262D",
"* c #C63434"
a01877.md5
f85d8144f3d1f526f2b0441f5b75ea92
options.ps
%!PS-Adobe-2.0 EPSF-2.0
%%Title: /home/loos/DemoGNG-1.3/tex/eps/options.ps
%%Creator: XV Version 3.10a Rev: 12/29/94 - by John Bradley
%%BoundingBox: 38 377 558 465
%%Pages: 1
%%DocumentFonts:
%%En
multifile.2.model
f5 1.0
f6 1.0
find_f0.m
<mark>f</mark>unction <mark>f</mark>0 = <mark>f</mark>ind_<mark>f</mark>0(x)
% <mark>F</mark>IND_<mark>F</mark>0 <mark>F</mark>ind <mark>f</mark>undamental <mark>f</mark>requency
%
% <mark>F</mark>0 = <mark>F</mark>IND_<mark>F</mark>0(X)
%
% <mark>F</mark>ind the <mark>f</mark>undamental <mark>f</mark>requency o<mark>f</mark> signal X.
% By de<mark>f</mark>ault, <mark>F</mark>IND_<mark> ...
myrunge_kutta.m
function [x,y] = MyRunge_Kutta(fun,x0,xt,y0,PointNum,varargin)
%Runge-Kutta 方法解微分方程形为 y’(t) = f(x,y(x))
%此程序可解高阶的微分方程。只要将其形式写为上述微分方程的向量形式
% x范围为[x0,xt],初值为 y0, PointNum为离散点数,varargin为可选输入项可传适当参数给函数