Clear Filters
Clear Filters

comparing two matrices of different dimensions

4 views (last 30 days)
i have two matrices,A with dimension (23,2) and B with dimension (50465,2) .
i compare the first col of each matrix.
i need to keep values such that : abs(A(:,1)-B(:,1)) < 0.5.
C has four col : A(:,1) B(:,1) A(:,2) B(:,2)
my trial :
num_rows1=size(A(:,1));
num_rows2=size(B(:,1));
for i=1:1:num_rows1
for j=1:1:num_rows2
if abs(A(j,1)-B(i,1))<=0.5
%if data1(i,1)==0
% data1(i,1)=[];
% end
c1(j,[1:4])=[A(i,1),B(j,1), A(j,2), B(i,2)] ;
end
end
end
++++
ANY HELP
  2 Comments
Bruno Luong
Bruno Luong on 20 Aug 2023
c1(j,[1:4])=[A(i,1),B(j,1), A(j,2), B(i,2)] ;
You take an element from row #j (and 2nd column) of A (third element of rhs) and j supposes to be up to 50465?
What did you said? A has 23 rows?

Sign in to comment.

Accepted Answer

Bruno Luong
Bruno Luong on 21 Aug 2023
Edited: Bruno Luong on 21 Aug 2023
Fix several bugs of your for-loop code
load('data1.mat');
load('data2.mat');
A=data1;
B=data2;
num_rows1=size(A(:,1),1); % BUG here
num_rows2=size(B(:,1),1); % BUG here
c1 = nan([num_rows2,4]);
for i=1:1:num_rows1
for j=1:1:num_rows2
if abs(A(i,1)-B(j,1))<=0.5 % BUG here
c1(j,[1:4])=[A(i,1),B(j,1),A(i,2),B(j,2)] ; % BUG here
end
end
end
c1
c1 = 50465×4
0.1050 0.0083 1.5745 2.3700 0.1050 0.0167 1.5745 2.3600 0.5222 0.0250 2.0570 2.3500 0.5222 0.0333 2.0570 2.3400 0.5222 0.0417 2.0570 2.3100 0.5222 0.0500 2.0570 2.3300 0.5222 0.0583 2.0570 2.3000 0.5222 0.0667 2.0570 2.2700 0.5222 0.0750 2.0570 2.2700 0.5222 0.0833 2.0570 2.3000
  4 Comments
ahmad Saad
ahmad Saad on 21 Aug 2023
Bruno Luong : yes. it works..
if you please.. i need to classify c1sorted to be hourly-based data.
for example:
for 0 < col2 <=1 get the median of corresponding col3 (and col4)
for 1 < col2 <=2 get the median of corresponding col3 (and col4)
.
.
.
.
for 23 < col2 <=24 get the median of corresponding col3 (and col4)
so, i get a matrix of three columns:
c1final= [i median(col3) median(col4)];
where i =1:24

Sign in to comment.

More Answers (1)

Image Analyst
Image Analyst on 20 Aug 2023
Here is an alternate way using pdist2 in the Statistics and Machine Learning Toolbox.
% Create simple, sample integer data.
A = randi(9, 15, 2) % [x, y]
B = randi(9, 25, 2)
% Find distances between each each point and every other point.
distances = pdist2(A, B)
% Find map of where distances are less than some threshold
threshold = 3; % Whatever closeness value you want.
closeDistances = distances <= threshold
[rowsOfA, rowOfB] = find(closeDistances)
% Get in form of xA, xB, yA, yB
C = [A(rowsOfA, 1), B(rowOfB, 1), A(rowsOfA, 2), B(rowOfB, 2)]
  2 Comments
ahmad Saad
ahmad Saad on 20 Aug 2023
Image Analyst : Thanks for kind attention.
unfortunately, i havnt install Machine Learning Toolbox.
So, " for loop "is perferable.
Image Analyst
Image Analyst on 21 Aug 2023
Then we're not sure what you're asking when you tersely say "Any help". You have a for loop, which seems to be your "preferable" way. So what's the problem?

Sign in to comment.

Categories

Find more on Particle & Nuclear Physics in Help Center and File Exchange

Community Treasure Hunt

Find the treasures in MATLAB Central and discover how the community can help you!

Start Hunting!