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I agree.I am also interested in intervals-as-sets-of-reals because this is the model that is compatible with the modal intervals (Gardenes, Sainz, et. al.). If the infinities are allowed to be members of the intervals, it can be showed this breaks the propositional logic required by the modal theory. I have a tutorial on this in my upcoming paper, which is finally just about finished.
Sincerely, Nate Hayes Sunfish Studio, LLC ----- Original Message ----- From: "Michel Hack" <hack@xxxxxxxxxxxxxx> To: "stds-1788" <stds-1788@xxxxxxxxxxxxxxxxx> Sent: Saturday, March 14, 2009 11:43 PM Subject: I second motion P1788/M003.01_Set_of_reals
I second Juergen Wolff von Gudenberg's motion that intervals should NOT "Contain Infinity as a Member". I have to admit that I'm partial to the Vienna approach. I think definiteness on this issue will help focus our effort. It may be possible to defer this choice in the "levels" framework, but I'm afraid we will continuously be distracted by details that apply in contradictory ways depending on Infinity as a member, or not. Michel. Sent: 2009-03-15 04:53:44 UTC