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relatively rightly compact

Last-modified: 2010-09-19 (日) 14:28:54

Definition Edit

A subset K of a topological space X is called relatively rightly compact in X if whenever U is a locally finite collection of open subsets of X, K meets at most finite members of U.

Reference Edit

Shou Lin, Zhangyong Cai, and Chuan Liu, The closed mappings on k-semistratifiable spaces, Houston J. Math. Vol.35 No.1 (2009).