第二周 第五部分

>> indices=1:10;
>> indices
indices =

    1    2    3    4    5    6    7    8    9   10

>> for i =indices,
>      disp(i);%空格不重要
>  end;
 1
 2
 3
 4
 5
 6
 7
 8
 9
 10

while
>> i=1;
>> while i<=5,
>    v(i)=100;
>    i=i+1;
>  end;

>> v
v =

    100
    100
    100
    100
    100
     64
    128
    256
    512
   1024

>> i=1;
>> while true,
>    v(i)=999;
>    i=i+1;
>    if i==6,
>       break;
>    end;%要有end
>  end;
>> v
v =

    999
    999
    999
    999
    999
     64
    128
    256
    512
   1024

>> v(1)
ans =  999
>> v(1)=2;
>> if v(1)==1,
>     disp(‘The value is one‘);
>  elseif v(1)==2,
>     disp(‘The value is two‘);
>  else
>     disp(‘The value error‘);
>  end;
The value is two

exit 或者 quit 可以退出Octave

调用函数：
创建一个文件，以你的函数来命名（后缀名 .m）。进入文件的目录再调用函数才可以
如：square.m
 function y = square(x)
 y =x^2;

>> pwd
ans = E:\dasande\dasi\okafter\deep learning\material
>> square(3)
ans =  9

在C:\Users\cltt\Desktop保存一个文件f.m
function y =f(x),
y = x+3;
>> addpath(‘C:\Users\cltt\Desktop‘)%添加Octave 的寻找路径
>> pwd
ans = E:\dasande\dasi\okafter\deep learning\material
>> f(2)%即使不再f.m的目录下，此时依然可以调用函数f
ans =  5

现在对square.m进行更改
function [y1,y2] = square(x)%返回多个值
 y1 =x^2;
 y2 = x^3;

>> pwd
ans = E:\dasande\dasi\okafter\deep learning\material
>> [a,b] = square(5);
>> a
a =  25
>> b
b =  125

>> X = [1 1;2 2;3 3]
X =

   1   1
   2   2
   3   3

>> Y =[1;2;3]
Y =

   1
   2
   3

>> thera = [0;1]
thera =

   0
   1
cosf.m
function J =cosf(X,Y,thera),
m =size(X,1);
predictions = X*thera;
sqrerrors = (predictions-Y).^2;%用.^表示^
J = 1/(2*m) *sum(sqrerrors);
>> J = cosf(X,Y,thera)
J = 0%完美拟合

改变thera
>> thera = [0;0];
>> J = cosf(X,Y,thera)
J =  2.3333
(1^2+2^2+3^2)/(2*3)=7/3