In this paper, our aim is to extend known results concerning the center of spaces of regular compact operators between Banach lattices to the setting of AMcompact operators and Dunford-Pettis operators.We show that the center of the collection of regular AM-compact operators between Banach lattices E, F is an algebra and order isomorphic to the tensor product of the centers of E and F.Also, we investigate the center of the collection of the regular Dunford-Pettis operators between Banach lattices.
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