Optimal selection from function set. A selection matrix is calculated by optimizing the constrain objective function.
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There are four functions, expressed as 
,i=1,2,...,I, and where u=[-1 1],(code in [-1:0.01:1]),I=4, 
{0.1 0.11 0.12 0.13}.
,i=1,2,...,I, and where u=[-1 1],(code in [-1:0.01:1]),I=4, {0.1 0.11 0.12 0.13}.Define another function 
, p=1,2,...,P, P=64 and 
is a random number between [0.4 0.5].
, p=1,2,...,P, P=64 and is a random number between [0.4 0.5].The question is how to choice a 
in each p to achive the objective function 
where 
[-1,0] and [0.15 1], 
is one of {
}.
in each p to achive the objective function where [-1,0] and [0.15 1], is one of {}. The output can be a matrix
in which only one element in each row is 1 and the rest are 0, that is, if 
=1, the ith function is selected for the pth calculation.
in which only one element in each row is 1 and the rest are 0, that is, if =1, the ith function is selected for the pth calculation.1 commentaire
Sargondjani
le 10 Nov 2021
Nice homework. What did you try so far?
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