Help to find errors of if loop?
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Example Complex: for,if... loop;
clear;clc;
A=[400; 900; 200; 300; 100];
k=[4;1]; % index matrix
c=[11];
e=zeros(0);
for j=0:(length(k)-1);
b(j+1,:) = A(k(j+1,:), :); % call vector from index
if b(j+1,:)>200
c=union(c,b(j+1,:));
elseif (b(j+1,:)+100)>400
e=union(e,b(j+1,:));
end
end
I try to run the simpe above code to understand: if elseif loop.
Explanation of code (for ...end):
-j=0-->k(1,:)=4-->b(4,:)=A(4,:)=300 [get value from matrix A at index 4]
-j=1-->k(2,:)=1-->b(1,:)=A(1,:)=400 [get value from matrix A at index 1]
Finally we will have result matrix b=[300;400]----> GOOD
But for the (if ....elseif ...end), i hope that the result matrix e=[400], but when I run the code matrix e=[] ?????????? Can you help me where the error?
My understanding of all loops:
-j=0-->k(1,:)=4-->b(4,:)=A(4,:)=300
if b(4,:)=300>200 ---> c=[11 300]
elseif b(4,:)=300+100=400>400 : NO--->e=[]
-j=1-->k(2,:)=1-->b(1,:)=A(1,:)=400
if b(1,:)=400>200 ---> c=[11 300 400]
elseif b(1,:)=400+100=500>400: YES --->e=[400]
Finally: e=[400] : as my understanding? (How can i fix the code to get the result as my understanding)
4 commentaires
Jan
le 30 Août 2017
Note that there are no "if loops". Only for and while are loops, while if branches according to a condition.
Inventing an own syntax like
-j=0-->k(1,:)=4-->b(4,:)=A(4,:)=300 [get value from matrix A at index 4]
is not useful for a discussion as long, as you do not define what the symbols mean. "-j=0-->k(1.:)=4" ? It would not be smart, if I guess, what this means. Why is the valid Matlab syntax not sufficient to explain the problem? You can assume that the readers are familiar with it.
Adam
le 30 Août 2017
For starters j = 0 is not a valid index into an array and
e=zeros(0);
just creates an empty matrix.
@Adam, the j=0 is not a problem as all indexing is done with j+1. Of course, rather than going from 0 to numel(k)-1 and then adding one to all the values for indexing, it would be a lot simpler to just go from 1 to numel(k) and not add anything:
for j = 1:numel(k)
b(j) = A(k(j, :), :);
is a lot simpler.
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