How to find max value and reduce it from other arrays

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Tiffan
Tiffan am 26 Mai 2017
Bearbeitet: Andrei Bobrov am 27 Mai 2017
Consider matrix input:
input = [
1 3 50 60
1 1 40 60
1 4 30 60
2 3 40 50
2 4 30 50
2 1 50 50
2 9 10 50
3 2 20 0
3 9 30 0
3 5 40 0
4 2 50 -20
4 2 60 -20
4 1 10 -20
4 1 80 -20
4 8 80 -20
];
I want to calculate the difference between third and forth column in matrix input according to the two conditions:
1st: If the value in the forth column is positive, then divide this value to the number of unique ID (in the first column) and then differ by the third column.
2st: If the value in the forth column is negative, then find the maximum from the third column (for every unique ID) and then differ that value with it. And repeat the rest of arrays in column forth for others. In the event that there are more than one maximum value (same value) just consider one of them.
The output matrix should be like followings:
out = [
1 3 50 60 30
1 1 40 60 20
1 4 30 60 10
2 3 40 50 27.5
2 4 30 50 17.5
2 1 50 50 37.5
2 9 10 50 -2.5
3 2 20 0 20
3 9 30 0 30
3 5 40 0 40
4 2 50 -20 50
4 2 60 -20 60
4 1 10 -20 10
4 1 80 -20 100
4 8 80 -20 80
];
The following code is for situation when we count number of IDs and calculate difference with dividing by that.
a = input;
ii = accumarray(a(:,1),1);
out1 = [a(:,1:2),a(:,3) - a(:,end)./ii(a(:,1))];
  1 Kommentar
Tiffan
Tiffan am 26 Mai 2017
Thank you @Azzi for your comment. We should not divide by 1. We should count how many 1 is there then divide by that (In your example the correct calculation is abs(60/3-50) = 30. We devided by 3 because there are three 1

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Akzeptierte Antwort

Azzi Abdelmalek
Azzi Abdelmalek am 26 Mai 2017
A = [
1 3 50 60
1 1 40 60
1 4 30 60
2 3 40 50
2 4 30 50
2 1 50 50
2 9 10 50
3 2 20 0
3 9 30 0
3 5 40 0
4 2 50 -20
4 2 60 -20
4 1 10 -20
4 1 80 -20
4 8 80 -20
];
id=A(:,4)>=0
jd=A(:,4)<0
aa=A(id,:);
bb=A(jd,:);
[ii,jj,kk]=unique(aa(:,1),'stable')
b=aa(:,3)-cell2mat(accumarray(kk,(1:numel(kk)),[],@(x){aa(x,4)/numel(x)}))
A(id,5)=b
[ii,jj,kk]=unique(bb(:,1),'stable')
ix=cell2mat(accumarray(kk,1:numel(kk),[],@(x) {x(find(bb(x,3)==max(bb(x,3)),1))}))
c=A(jd,:);
c(:,5)=c(:,3)
c(ix,5)=c(ix,3)-c(ix,4)
A(jd,5)=c(:,5);

Weitere Antworten (1)

Andrei Bobrov
Andrei Bobrov am 27 Mai 2017
Bearbeitet: Andrei Bobrov am 27 Mai 2017
g = findgroups(M(:,1));
ia = accumarray(g,1);
out = M;
out(:,5) = out(:,3) - out(:,4)./ia(g);
t = M(:,4) < 0;
out(t,5) = out(t,3);
idx = splitapply(@varmax,M(:,3),g);
ii = idx + cumsum([0;ia(1:end-1)]);
ii = ii(M(ii,4) < 0);
out(ii,5) = out(ii,3) - out(ii,4);
where varmax:
function ii = varmax(x)
ii = find(max(x) == x);
ii = ii(randperm(numel(ii),1));
end
for MATLAB <= R2016a
ia = accumarray(M(:,1),1);
out = M;
out(:,5) = out(:,3) - out(:,4)./ia(g);
t = M(:,4) < 0;
out(t,5) = out(t,3);
idx = accumarray(M(:,1),M(:,3),[],@varmax);
ii = idx + cumsum([0;ia(1:end-1)]);
ii = ii(M(ii,4) < 0);
out(ii,5) = out(ii,3) - out(ii,4)
where varmax:
function ii = varmax(x)
ii = find(max(x) == x);
ii = ii(randperm(numel(ii),1));
end

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