Short code for the expression

h =2;
P = [1, 4, 5, 7];
a1 = (1-h)* 1 + h * P(:, 1);
a2 = (1-h) * a1 + h * P(:, 2);
a3 = (1-h) * a2 + h * P(:, 3);
a4 = (1-h) * a3 + h * P(:, 4);
disp(a1) = 1
disp(a2) = 7
disp(a3) = 3
disp(a4) = 11

2 Comments

Please I will appreciate the answer to this question
thanks in advance
To what question? You haven't asked anything, just given us some code with no explanation nor context.

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 Accepted Answer

madhan ravi
madhan ravi on 1 May 2019
Edited: madhan ravi on 1 May 2019
a = num2cell( (1-h) * repmat( (1-h) * 1 + h * P(1), 1, 4) + h * P ) ;
[a1, a2, a3, a4] = deal( a{:} )

6 Comments

Note that deal is not needed in the above.
However, never create numbered variables. It's pointless, it makes the code more complex and has no advantages. Your original answer, which created a a vector was much better.
Another way of creating the a vector is with the filter function:
h = 2;
P = [1, 4, 5, 7];
a = filter(h, [1, h-1], P, -1)
Yes true and thank you for showing an additional method.
Hi Guillaume thanks for your swift response but if you check the code it does not follow sequence with different h values for instance
when h = 1
1
2
3
4
when h =2
1
3
3
5
when h =3
1
4
1
10
You would have to adjust the 4th input of filter to match the starting a(0) of 1. Another option with filter:
a = filter(h, [1, h-1], [1/h, P]); %calculates a(0), ..., a(numel(P)), with a(0) forced to 1
a = a(2:end); %keep a(1), ..., a(numel(P))
I don't get why when h = 1, you'd get 1 2 3 4, since in that case, a(i) = P(i) and P is [1 4 5 7]
Tino
Tino on 1 May 2019
Edited: Tino on 1 May 2019
sorry the right figure is the one below. sorry for giving wrong computation
Can you help me with the short code to gives the following answers for h = any number for instance
when h = 1
1
4
5
7
when h = 2
1
7
7
3
when h = 3
1
10
1
13
thanks in advance
In your question, you told us than when h = 2, a = [1 7 3 11] (for P = [1, 4, 5, 7]) and this is the answer that my code produces. I have no idea how you get your new answer. It doesn't match the formula you've posted.

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on 1 May 2019

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