assume i have a vector array:
a=[1 1 1 0 0 1 1 1]
how can i put loop such that if sum of any three successive elements is equal to 3, it prints 'ali'.
can it be done without loops?

3 comentarios

Austin Decker
Austin Decker el 12 de Feb. de 2022
I'd have to think about a loop-less answer, but one way to get what you want is:
a = [1,1,1,0,0,1,1,1];
for i = 1:length(a)-2
tmp = sum(a(i:i+2));
if tmp == 3
disp("ali");
end
end
ali hassan
ali hassan el 12 de Feb. de 2022
thanks a lot. i had the same in my mind. but i cant figure out for loop less answer.
Austin Decker
Austin Decker el 12 de Feb. de 2022
Well, MATLAB is likely looping behind the scenes, but you could do this:
a = [1,1,1,0,0 1,1,1];
ind1 = 1:length(a) -2;
ind2 = ind1 + 2;
result = arrayfun(@(x,y) sum(a(x:y)),ind1,ind2);
qty = sum(result == 3);
disp(join(repmat("ali",qty,1),newline));

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DGM
DGM el 12 de Feb. de 2022
Editada: DGM el 12 de Feb. de 2022
This works easily enough. After R2016a, you can do the same with movsum().
a = [1 1 1 0 0 1 1 1];
if any(conv(a,[1 1 1],'valid')==3)
fprintf('ali\n')
end
ali

4 comentarios

ali hassan
ali hassan el 12 de Feb. de 2022
@DGM what can be other possible ways?
DGM
DGM el 12 de Feb. de 2022
Any sort of convolution or sliding window filter tool that implements some linear combination of elements. You could use conv(), imfilter() nlfilter(), movmean(), movsum(). I'm sure there are others.
ali hassan
ali hassan el 12 de Feb. de 2022
Editada: ali hassan el 12 de Feb. de 2022
thanks a lot @DGM. adding a bit twist here.
a = [1 nan 1 1 0 0 nan 1 1 nan 1];
suppose it contains nan as well. how can i do the same and ignore nan?
if i use movsum, nan will be removed but the entry will still be considered. how can i also make it to ignore nan entry as well?
DGM
DGM el 12 de Feb. de 2022
Editada: DGM el 12 de Feb. de 2022
To omit nans:
a = [2 nan 1 1 0 0 nan 1 1 nan 1];
% using movsum
s = movsum(a,3,'omitnan');
any(s(2:end-1)==3)
ans = logical
1
% using conv
a(isnan(a)) = 0;
s = conv(a,[1 1 1],'valid');
any(s==3)
ans = logical
1
If the value range of a never extends beyond [0 1], then you could also simply treat any propagated NaNs as 0. This is simply because it wouldn't be possible to have a sum equal to 3 if the window size were also 3 and any element were anything other than 1.
a = [1 nan 1 1 0 0 nan 1 1 nan 1];
s = conv(a,[1 1 1],'valid') % this will pass NaN
s = 1×9
NaN NaN 2 1 NaN NaN NaN NaN NaN
any(s==3) % NaNs aren't equal to 3
ans = logical
0

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DGM
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