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Entangled Linear Orders in the Easton's Models
1993
Tokyo Journal of Mathematics
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The notion of an entangled linear order was first introduced by Avraham and Shelah [1]. Subsequently, Todorcevic [5] generalized it to higher cardinals and mentioned it is useful to solve problems such as the productivity of chain conditions and the square bracket partition relations. He also showed that
doi:10.3836/tjm/1270128491
fatcat:y7cb5zpmx5ahbccg73lvhf4lcu