@ughaibu,
ughaibu;131580 wrote:Where does Chaitin say that?
In fact I check it out and he does n?t say that literally, and this is important because I don?t want to put lies in somebody else?s mouth, (aldo I did it already), but what he states is that you cannot calculate with infinite precision because you can?t tell or name what a real number really is between zero and one...he concludes that probably real numbers don?t exist because they don?t have structure or pattern, so they are not elegant... the problem as you certainly know better, amounts back to Godel and Turing...the point being...that you cannot define a smaller nature in one to the full because you can?t tell what those smaller bits of something really are...he also speaks against Omega, which he create, and that being a real number has some particular properties that almost make it real (I love the almost)...of course then he speaks in Leibniz and is Genius and later on he continues about Digital Physics and discrete space\time as a concept worth exploring...(Lisbon 2004)
The reason I?m pointing this out goes against preconceptions on Logical systematizations, being one of them the certainty of a specific argument, only because the process is right and forgetting about the properties of X which are subjected to interpretation and re-analysis constantly when we refer to real objects instead of dogmas...