Matlab corresponding values between matrices?

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Ilias Thanos
Ilias Thanos le 26 Jan 2020
Commenté : Turlough Hughes le 27 Jan 2020
So i have these two matrices:
A =
745 780 800 860 810
780 780 760 695 815
744 825 720 690 750
715 860 700 670 620
B =
30 18 40 58 26
70 19 72 29 47
14 48 40 14 48
13 72 59 66 72
I want the user to enter a number N so the program will show how many of A's values are lower than the number the user typed. I did this with this command:
N=input('Type a number :')
C= nnz(A<N)
But now i want the program to show me the values of B that correspond to the A's values that are lower than the N number
(Sorry about my bad english, any ideas?)

Réponse acceptée

Image Analyst
Image Analyst le 27 Jan 2020
Try this:
A = [...
745 780 800 860 810
780 780 760 695 815
744 825 720 690 750
715 860 700 670 620]
B = [...
30 18 40 58 26
70 19 72 29 47
14 48 40 14 48
13 72 59 66 72]
% N = input('Type a number : ')
N = 745;
% Count how many are below the threshold.
mask = A < N
sumBelowThreshold = nnz(mask)
% Get the values at the same locations in B.
% First as a list:
valuesBelowThreshold = B(mask)
% Then as a masked array
Bmasked = B .* mask
You'll see in the command window:
sumBelowThreshold =
8
valuesBelowThreshold =
14
13
40
59
29
14
66
72
Bmasked =
0 0 0 0 0
0 0 0 29 0
14 0 40 14 0
13 0 59 66 72

Plus de réponses (1)

Turlough Hughes
Turlough Hughes le 26 Jan 2020
Modifié(e) : Turlough Hughes le 27 Jan 2020
This will show values of B that exist in A and which are also less than N.
result = B(ismember(B,A) & B<N)
If you need find the elements of B that exist in A within a certain tolerance there is also a function called ismembertol which will be appropriate in that case.
  4 commentaires
Ilias Thanos
Ilias Thanos le 27 Jan 2020
Oh that's probably my bad cuz I wasnt clear enough. I'll edit the question. I want the program to show the B values that correspond to the A values less than N but more specific that correspond to their positions.
For example if the answer is 745 i want the program to show me 30 (see the matices above)
Turlough Hughes
Turlough Hughes le 27 Jan 2020
Ah ok, no worries. I see what you mean now.

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