代码搜索:fprintf

找到约 10,000 项符合「fprintf」的源代码

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m demopt1.m

function demopt1(xinit) %DEMOPT1 Demonstrate different optimisers on Rosenbrock's function. % % Description % The four general optimisers (quasi-Newton, conjugate gradients, % scaled conjugate gr
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m demo_gparm.m

% demo script to illustrate use of gpr.m on 6-d input data % using David MacKay's robot arm problem. % MacKay (1992) considered the nonlinear robot arm mapping problem % f(x_1,x_2) = r_1 cos (x_1) +
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h svr3.h

/* svr3.h -- operating system specific defines to be used when targeting GCC for some generic System V Release 3 system. Copyright (C) 1991 Free Software Foundation, Inc. Written by Ron Gu
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m trbvp.m

function trbvp %TRBVP Exercise for Example 3 of the BVP tutorial. % This problem is studied in section 5.4 of B.A. Finlayson, The Method of % Weighted Residuals and Variational Principles, Aca
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m trbvp.m

function trbvp %TRBVP Exercise for Example 3 of the BVP tutorial. % This problem is studied in section 5.4 of B.A. Finlayson, The Method of % Weighted Residuals and Variational Principles, Aca
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m trbvp.m

function trbvp %TRBVP Exercise for Example 3 of the BVP tutorial. % This problem is studied in section 5.4 of B.A. Finlayson, The Method of % Weighted Residuals and Variational Principles, Aca
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m stackalg.m

function a = stackalg(r,k,n,nextstate,output,pc) % % The stack algorithm for convolutional decoding % r = [r(0), r(1), ... r(L-1)], where each r(j) is a column vector of length n % k = number of inpu
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m m4.m

% M-file for Project 4 on linearized analysis in Chapter 6 % To be used in the same directory containing the SIMULINK % file, s4eig, of an induction machine in the synchronous % reference frame
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m ami.m

clear; a=input('Please input 5 NRZ code a:'); a n=0; m=0; for k=1:5 if ((a(k)==1) &(n==0)) a(k)=+1; n=1; continue ; end;
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m demoloop.m

% demoLoop Script file to demonstrate for and while loops fprintf('\nSum elements of a vector\n'); x = 1:5; % create a row vector sumx = 0; % initialize the