Pi = arg min F(P) + k* F( NPo − Pk)
P∈₱
with ₱ = [0, Pb) ∪ ( (N*Po) / (k+1) )
Pb=7;
F(P) = 1 − exp(−( (2^R – 1) / P ) ^ ( β/2) )
R =3;
β=8;
N=2;
k=floor((Po*N)/Pa);
Pa=9;
Po varies from 0 to 12
find the minimum value for Pi …..
pls suggest a code for this
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