Algorithm 2 BFCP Algorithm of AS-REMS

Input:${P{r}_L}_d^{{\mathcal{L}}_{MC}}\left(T_s^{{\mathcal{L}}_{MC}}\right)$, $I_{dscaled}\left(T_s^{{\mathcal{L}}_{MC}}\right)$, $C_{dscaled}^{{\mathcal{L}}_{MC}}\left(T_s^{{\mathcal{L}}_{MC}}\right)$

${\widehat{P{r}_L}}_d^{{\mathcal{L}}_{MC}}$, ${\widehat{C}}_d^{{\mathcal{L}}_{MC}}$, ${\widehat{I}}_d$ = $\left(sqrt\right(|{\mathcal{L}}_{MC}\left|\right),0,0)$

$d_{min}=\infty$

for $i=1$ to N

$d_i=sqrt(w_{Pr}.({P{r}_L}_d^{{\mathcal{L}}_{MC}}\left(T_{s_i}^{{\mathcal{L}}_{MC}}\right)-{\widehat{P{r}_L}}_d^{{\mathcal{L}}_{MC}}){)}^2+$

${(w_C.(C_{dscaled}^{{\mathcal{L}}_{MC}}\left(T_{s_i}^{{\mathcal{L}}_{MC}}\right)-{\widehat{C}}_d^{{\mathcal{L}}_{MC}}))}^2+{(w_I.(I_{dscaled}\left(T_{s_i}^{{\mathcal{L}}_{MC}}\right)-{\widehat{I}}_d))}^2)$

If $d_i<d_{min}$

$d_{min}=d_i$; $index=i$

End If

End For

Output: $T_{s_{index}}^{{\mathcal{L}}_{MC}}$; $d_{min}$