Matlab linear programming model learning notes

1、MATLAB Standard form of linear programming

2、 Example

（1）

The greater than sign should be converted to the less than sign , That is, both sides become opposite numbers ; The standard type is min, If max, Need to put c Take the negative

c=[2;3;-5];% The coefficients of the objective function , Semicolons separate 
a=[-2,5,-1;1,3,1];% The coefficient of inequality , Pay attention to the symbols 
b=[-10;12];% The value to the right of the inequality 
aeq=[1,1,1];% Equational Aeq
beq=7;% Equational Beq
x=linprog(-c,a,b,aeq,beq,zeros(3,1));% Be careful c Take the negative ,x obtain 3 That's ok 1 Columns of the matrix , namely x1,x2,x3 The value of 
value=c'*x;%z=value= coefficient matrix *x Value matrix , So first transpose 

（2）

c=[2;3;1];
a=[-1,-4,-2;-3,-2,0];
b=[-8;-6];
[x,y]=linprog(c,a,b,[],[],zeros(3,1));
% here y Is the final result z