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m sec4_4_1.m
% Necessary/Sufficient coonditions for
% Unconstrained problem
%
% Optimzation with MATLAB, Section 4.4.1
% Dr. P.Venkataraman
%
% Minimize f(x1,x2) = (x1-1)^2 + (x2 - 1)^2 -x1 x2
%
% d
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m sec4_4_2.m
% Necessary/Sufficient coonditions for
% Equality constrained problem
%
% Optimzation with MATLAB, Section 4.4.2
% Dr. P.Venkataraman
%
% Minimize f(x1,x2) = -x1
%
%-----------------------
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m eqns4_4_3.m
function ret = eqns4_4_2(x)
% x is a vector
% x(1) = x1, x(2) = x2, x(3) = b1, x4 = b2
ret=[(-x(2) + 20*x(3) +0.5*x(1)*x(4)), ...
(-x(1) + 15*x(3) + 2*x(2)*x(4)),
(20*x(1) + 15*x
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m sec4_4_3.m
% Necessary/Sufficient coonditions for
% Inequality constrained problem
%
% Optimzation with MATLAB, Section 4.4.3
% Dr. P.Venkataraman
%
% Minimize f(x1,x2) = -x1*x2
% Subject to:
% g1:
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m eqns4_4_2.m
function ret = eqns4_4_2(x)
% x is a vector
% x(1) = x1, x(2) = x2, x(3) = lam1
ret=[(-x(2) + 0.5*x(1)*x(3)), ...
(-x(1) + 2*x(2)*x(3)), ...
(0.25*x(1)*x(1) + x(2)*x(2) -1)];
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dsk key4x4.dsk
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obj key4x4.obj
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c key4x4.c
#include "reg51.h"
#include"intrins.h"
#define uchar unsigned char
#define uint unsigned int
#define nop _nop_() /*定义空操作指令*/
sbit lcdrs=P3^2;
sbit lcdrw=P3^3;
sbit lcden=
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lst key4x4.lst
C51 COMPILER V8.02 KEY4X4 12/30/2008 12:02:56 PAGE 1
C51 COMPILER V8.02, COMPILATION OF MODULE KEY4X4
OBJECT MODULE PLACED IN
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