How can i randomly divide a dataset(matrix) into k parts ??

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I have a database and i want to randomly divide it into ka parts of equal size . if the database has n row each part will contain n/k randomly chosen row from the dataset .

Respuesta aceptada

Mariem Harmassi
Mariem Harmassi el 11 de Sept. de 2012
Editada: Oleg Komarov el 11 de Sept. de 2012
function [idxo prtA]=randDivide(M,K)
[n,m]=size(M);
np=(n-rem(n,K))/K;
B=M;
[c,idx]=sort(rand(n,1));
C=M(idx,:);
i=1;
j=1;
ptrA={};
idxo={};
n-mod(n,K)
while i<n-mod(n,K)
prtA{j}=C(i:i+np-1,:);
idxo{i}=idx(i:i+np-1,1);
i=i+np;
j=j+1;
end
prtA{j}=C(i:n,:);
end
this a my algo it works very well think u for ur answers

Más respuestas (2)

Oleg Komarov
Oleg Komarov el 9 de Sept. de 2012
Editada: Oleg Komarov el 9 de Sept. de 2012
Suppose you have the N by M matrix A. I would randomly permute positions from 1:N and then group them into k partitions. Follows the code.
% Sample inputs
N = 100;
A = rand(N,2);
% Number of partitions
k = 6;
% Scatter row positions
pos = randperm(N);
% Bin the positions into k partitions
edges = round(linspace(1,N+1,k+1));
Now you can "physically" partition A, or apply your code to the segments of without actually separating into blocks.
% Partition A
prtA = cell(k,1);
for ii = 1:k
idx = edges(ii):edges(ii+1)-1;
prtA{ii} = A(pos(idx),:); % or apply code to the selection of A
end
EDIT
You can also avoid the loop, but in that case you have to build a group index that points the row to which partition it belongs and then apply accumarray() to execute your code on the partitions.
  4 comentarios
Mariem Harmassi
Mariem Harmassi el 10 de Sept. de 2012
Yes i tried it but prtA =
[17x2 double]
[17x2 double]
[17x2 double]
[17x2 double]
[16x2 double]
[16x2 double]
and what i want is all the result that i expect is
prtA =
[17x2 double]
[17x2 double]
[17x2 double]
[17x2 double]
[17x2 double]
[15x2 double]
all the partition with the same size and the rest in the last partition
HOw to do that
Oleg Komarov
Oleg Komarov el 11 de Sept. de 2012
Adapting to your requests, I build edges in a slightly different way then:
% Sample inputs scrambling
N = 100;
A = rand(N,2);
k = 6;
pos = randperm(N);
% Edges
edges = 1:round(N/k):N+1;
if numel(edges) < k+1
edges = [edges N+1];
end
% partition
prtA = cell(k,1);
for ii = 1:k
idx = edges(ii):edges(ii+1)-1;
prtA{ii} = A(pos(idx),:);
end

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Azzi Abdelmalek
Azzi Abdelmalek el 9 de Sept. de 2012
Editada: Azzi Abdelmalek el 10 de Sept. de 2012
A=rand(210,4);[n,m]=size(A);
np=20;B=A;
[c,idx]=sort(rand(n,1));
C=A(idx,:);
idnan=mod(np-rem(n,np),np)
C=[C ;nan(idnan,m)];
[n,m]=size(C);
for k=1:n/np
ind=(k-1)*np+1:k*np
res(:,:,k)=C(ind,:)
end
idxo=reshape([idx ;nan(idnan,1)],np,1,n/np) % your original index
  9 comentarios
Mariem Harmassi
Mariem Harmassi el 11 de Sept. de 2012
Yes i see that , :((( so itsn't useful for my problem because i need to keep the initial configuration the matrix is dataset of objects so i can t change the column into rows what reshape do a column is descriptor.
Azzi Abdelmalek
Azzi Abdelmalek el 11 de Sept. de 2012
look at the updated code

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