How to split vector according to conditions?

Hello,
I have a quite technical question concerning vectors splitting
Consider I have a vector containing groups of successive values e.g. :
V = [1 2 34 35 36 102 103 104]
This vectors contains the coordinates of another bigger vectors satisfying a specific condition
(e.g. the values of X smaller than 20: X(1) = 13, X(2) = 12, X(34) = 15, X(35) = 3, X(36) = 9, X(102) = 19, X(103) = 12, X(104) = 11)
I would like to split the vector V into (in this case 3) different parts of consecutive values (here [1 2] , [34 35 36] and [102 103 104])
in order to, then, apply a condition for each part, like for example find the smallest value of X in each of these parts (here X(2), X(35),X(104))
Do you have any ideas of how to accomplish this without using any "for" loop?
Thanks a lot!

 Akzeptierte Antwort

Star Strider
Star Strider am 2 Jun. 2020

1 Stimme

One approach:
V = [1 2 34 35 36 102 103 104];
d = find(diff([0 V]) > 1);
p = diff([1 d numel(V)+1]);
Out = mat2cell(V, 1, p);
V1 = Out{1} % View Output (Delete)
V2 = Out{2} % View Output (Delete)
V3 = Out{3} % View Output (Delete)
The last 3 assignments just show the results (and how to access them), and are not otherwise necessary for the code.
I am not certain how robust this is (it may need to be modified for other vectors), however it works here.

4 Kommentare

Matteo Babin
Matteo Babin am 3 Jun. 2020
Hi,
Thanks for your answer. But how can I do this without knowing in how many parts I can divide the vector V.
Because in this case the vector V is divided in 3 parts (V1, V2, V3), but this wouldn't work if V was for example [ 1 2 3 22 23 45 46 47 95 96] which will be divided in 4 parts. I'm looking for a solution which works for all V's in this form, not knowing beforehand in how many parts we should divide it (the problem here is V1, V2,V3).
Do you have any ideas how to do that without a for-loop?
Thanks again
It works correctly without modification with this ‘V’ as well:
V = [ 1 2 3 22 23 45 46 47 95 96];
d = find(diff([0 V]) > 1);
p = diff([1 d numel(V)+1]);
Out = mat2cell(V, 1, p);
V1 = Out{1} % View Output (Delete)
V2 = Out{2} % View Output (Delete)
V3 = Out{3} % View Output (Delete)
V4 = Out{4}
producing:
V1 =
1 2 3
V2 =
22 23
V3 =
45 46 47
V4 =
95 96
Again, ‘V1’ through ‘V4’ simply show the result in ‘Out’, and how to access them (if you are not familiar with working with cell arrays).
Matteo Babin
Matteo Babin am 3 Jun. 2020
all right thank you!
Star Strider
Star Strider am 3 Jun. 2020
As always, my pleasure!

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David Hill
David Hill am 2 Jun. 2020

0 Stimmen

Not exactly sure what you are trying to do.
m=[min(X(V(1:2))),min(X(V(3:5))),min(X(V(6:8)))];

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