I would like to define an uncountable meagre set that is dense in the real line such that the Cantor set is not a subset of my set.
Any ideas? Thanks!
I would like to define an uncountable meagre set that is dense in the real line such that the Cantor set is not a subset of my set.
Any ideas? Thanks!
Last edited by onemachine; 05-02-2012 at 01:16 PM.
I don't get it...everyone runs around claiming there exist all these dense meagre sets but no one can show one exists...
I have explicitly defined a first category set that is dense AND nowhere dense in the entire real line. Thanks for the help [sarcasm]
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