Inductive infinites and isomorphisim.
Hi all,
With reflexive (Dedekindian infinite) cardinals, we have multiple
orderings of them that are not isomorphic to each other.
Does the same apply to inductive infinite (Dedekindian finite but
standard infinite) cardinals?
Zuhair
.
Relevant Pages
- Re: Cantors Diagonal Argument
... This is about denying the existence of infinite ... MUST be a proper class, in the opinion of that model. ... > cardinals both exist at all then there are certainly more ... > cardinals than reals. ...
(sci.logic) - Re: Three questions:
... sense that it reflect a certain feature of standard infinite sets. ... dedekindian finite cardinal is not comparable to Omega, ... The idea beyond all of that is to create a new string of cardinals ...
(sci.logic) - Re: Three questions:
... sense that it reflect a certain feature of standard infinite sets. ... dedekindian finite cardinal is not comparable to Omega, ... The idea beyond all of that is to create a new string of cardinals ...
(sci.logic) - Re: Three questions:
... sense that it reflect a certain feature of standard infinite sets. ... dedekindian finite cardinal is not comparable to Omega, ... The idea beyond all of that is to create a new string of cardinals ...
(sci.logic) - Re: Three questions:
... sense that it reflect a certain feature of standard infinite sets. ... dedekindian finite cardinal is not comparable to Omega, ... The idea beyond all of that is to create a new string of cardinals ...
(sci.logic) |
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