how to generate new matrix with if statment
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Ibrahim AlZoubi
on 17 May 2020
Commented: Walter Roberson
on 17 May 2020
I have two matrices first one is:
test = [5;6;0;-1;0;5;0;6;0;8];
and the second one is:
test5 = [2;6;8;-1;0;7;8;6;8;8];
how to generate third matrix which is the result after the condition (if statment)...
the condition is if the value of test is equal 0 then the value of the new matrix is 0 , else if the value of the first matrix isn't equal 0 do some calculations on the second matrix which is test5 like (test5*7+5).
so the third matrix values depends on the two matrix before...
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Accepted Answer
Stanislao Pinzón
on 17 May 2020
Maybe like this?
test = [5;6;0;-1;0;5;0;6;0;8]+2;
test5 = [2;6;8;-1;0;7;8;6;8;8];
if ismember(0,test)
Matrix3 = 0;
else
Matrix3 = test5*7+5;
end
7 Comments
Stanislao Pinzón
on 17 May 2020
or instead
test = [5;6;0;-1;0;5;0;6;0;8];
test5 = [2;6;8;-1;0;7;8;6;8;8];
Matrix3 = test5*7+5;
a = find(test==0);
Matrix3(a) = 0;
More Answers (3)
Image Analyst
on 17 May 2020
Try masking:
test = [5;6;0;-1;0;5;0;6;0;8];
test5 = [2;6;8;-1;0;7;8;6;8;8];
% Now multiply by 7 and add 5 only.
output = test5 * 7 + 5;
% Find indexes where test is zero.
mask = (test == 0)
% Erase where test was 0.
output(mask) = 0
0 Comments
Yundie Zhang
on 17 May 2020
Edited: Walter Roberson
on 17 May 2020
test = [5;6;0;-1;0;5;0;6;0;8];
test5 = [2;6;8;-1;0;7;8;6;8;8];
if test ==0
newMAT = 0
elseif test ~=0
newMAT = (test5*7)+5
end
2 Comments
Walter Roberson
on 17 May 2020
Remember that when you apply if or while to a non-scalar, that the result is only considered true if every item being tested is non-zero.
if test ==0
Only some of the items in test are 0, so that fails
elseif test ~=0
Only some of the items in test are non-zero, so that fails.
Walter Roberson
on 17 May 2020
Create the new matrix by applying the calculation to all of the entries in the second matrix, as if the rule about 0 was not present. This can be done in vectorized form in a single statement.
Now, everywhere that there is a 0 in the first matrix, replace the content of the third matrix with 0. This can be done in vectorized form in a single statement, using logical indexing.
3 Comments
Stephen23
on 17 May 2020
"so you mean to edit the 3rd matrix manually ?"
No. Use logical indexing:
which could be generated very simply using ==.
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