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Weak Partition Properties for Infinite Cardinals. I
1971
Proceedings of the American Mathematical Society
Partition properties are perhaps the most fruitful of the various methods for defining and discussing large cardinals in set theory. In this paper we weaken in a natural way the most well known of these partition properties and examine the extent to which the cardinals defined remain "large."
doi:10.2307/2038284
fatcat:3zbzqxb2urb7bl3eurvugliozu