摘要
We introduce the notions of the asymptotic S M K-sequence with respect to the stronger Meir-Keeler cone-type mapping ξ: int(P) ∪ {θ} → [0,1) and the asymptotic W M K-sequence with respect to the weaker Meir-Keeler cone-type mapping φ : int(P)∪{θ} → int(P)∪{θ} and prove some common fixed point theorems for these two asymptotic sequences in cone metric spaces with regular cone P. Our results generalize some recent results. Copyright © 2011 Chi-Ming Chen.