5 Sep
2002
5 Sep
'02
7:29 p.m.
Hello CT Community, I am continuing my study of topoi by reading Goldblatt. In an arbitrary topos E, can we demonstrate that Hom (1, omega) contains any arrows/morphisms other than "true"? I suspect the answer is yes because Hom (1, omega) is a Heyting algebra. Hence, it must have a least element ("true" is the greatest element). I just don't know how to to prove that Hom (1, omega) contains more elements than "true". Can somebody point me in the right direction? Thank you, Bill Halchin