(X_1)=(t_ƒ)/t

(X_2)=(t_ace)/(t_𝒲)

(X_3)=(t_uf)/t

(Y_p)=(t_𝒲)/t

((s^′)*t)

(𝒜_s,t)

i ∈ (𝒜_s,t)

(p^(s,t))=((p_1),…,(p_n))
(p_i)≥0,(∑_i∈(𝒜_s,t)^)((p_i))=1

(T_(i^)^(s,t))

(ε_s,t)⊂(𝒜_s,t)

t

((q_r^(s,t))-(q_e^(s,t)))+(α_)*((p^(s,t)_r)-(p^(s,t)_e))≥0,∀e∈(ε_s,t),∀r∈(𝒜_s,t)∖(ε_s,t)

(max_p)(H*(p))=-(∑_i∈(𝒜_s,t)^)((p_i)*ln((p_i)))

[0,1]

(α_)=40

(p^(s,t)_i)

(T_(i^)^(s,t))

=0.996

(δ^(s,t))=(min_e,r)[((q_r^(s,t))-(q_e^(s,t)))+((p^(s,t)_r)-(p^(s,t)_e))],

((R_s^J))

((R_s^F))

(G_i*s^E)=1/(T_s)*(∑_t=1^(T_s))((v_i*s*t^^))

(v_i*s*t^^)

(∑_t=1^(T_s))((w_t))=1

(G_i*s^T)=(∑_t=1^(T_s))((w_t)*(v_i*s*t^^))

(w_t)=(2×((T_s)-t+1))/((T_s)×((T_s)+1))

[𝙰,2008][1]