Compact linear combination of composition operators on weighted Bergman-Orlicz spaces induced by doubling weights

Let $A^Ψ_ω(\mathbb{D})$ be the weighted Bergman-Orlicz spaces induced by doubling weights $ω$ on the unit disk $\mathbb D$. Suppose Orlicz function $Ψ$ satisfies the $Δ_{2}$-condition. In this paper, the compactness of finite linear combination of composition operators on $A^Ψ_ω(\mathbb{D})$ are com