trying to combine cells
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I have 3 cells [1x5000] , [1x3000] and [1x2000] and I want to combine these in one cell [1x10000]. With small dimensions you can try the copy paste but now this is very slow procedure.
Do you have any ideas?
Thanks in advance!
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Respuesta aceptada
Image Analyst
el 24 de Mayo de 2013
Study this example:
% Original cell array, with 3 elements (cells).
ca = {ones(1,5000), rand(1,3000), zeros(1,2000)}
% Construct new cell with one element comprised of the
% contents of the other cell array's cells:
new_ca = {[ca{1}, ca{2}, ca{3}]}
2 comentarios
Andrei Bobrov
el 24 de Mayo de 2013
new_ca = {cat(2,ca{:})};
new_ca = {[ca{:}]};
Image Analyst
el 24 de Mayo de 2013
Editada: Image Analyst
el 24 de Mayo de 2013
nicolas said "Something like this,(I know that is wrong) C= [X(1, 1:5000),Y(1, 5001:8000), Z(1, 8001:10000)] Any ideas? "
Then just do this:
% Original cell array, with 3 elements (cells).
ca = {ones(1,99000), rand(1,99000), zeros(1,99000)}
% Construct new cell with one element comprised of certain specific elements
% of the contents of the other cell array's cells:
new_ca = {[ca{1}(1:5000), ca{2}(5001:8000), ca{3}(8001:10000)]}
If you have 3 separate cells instead of a cell array, then just concatenate them and use the same solution as above.
% Three separate original cells.
ca1 = {ones(1,99000)};
ca2 = {rand(1,99000)};
ca3 = {zeros(1,99000)};
% Combine, then use same solution as above.
ca = [ca1, ca2, ca3]
% Construct new cell with one element comprised of the
% contents of the other cell array's cells:
new_ca = {[ca{1}(1:5000), ca{2}(5001:8000), ca{3}(8001:10000)]}
Más respuestas (5)
yagnesh
el 24 de Mayo de 2013
suppose x is [1x5000] , y is [1x3000] and z is [1x2000]
xyz=[x;y;z]
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Andrei Bobrov
el 24 de Mayo de 2013
A = {X,Y,Z};
ii = hankel([0 5000],[5000 8000 10000]);
C = arrayfun(@(x)A{x}(ii(1,x)+1:ii(2,x)),1:numel(A),'un',0);
out = {[C{:}]};
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nicolas
el 24 de Mayo de 2013
2 comentarios
Image Analyst
el 24 de Mayo de 2013
Yes, cell arrays are almost always complicated. Can't you work with just normal old reliable numerical arrays? It would be so much simpler.
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