For example, the boundary of Ω might contain a curve that is not strictly convex, such as a straight line segment, and this curve would support no local perturbations that preserve convexity of the domain under both the forwards and backwards flow. Can't bend a line, eh? Duhh... Better stick to \CDs.
Why don't you move back to civilization so you can get access to online journals? They're still using Gutenberg's presses out there in the hinterlands?
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Math is a bitch, Tecs.
For example, the boundary of Ω might contain a curve that is not strictly convex, such as a straight line segment, and this curve would support no local perturbations that preserve convexity of the domain under both the forwards and backwards flow.
Can't bend a line, eh? Duhh... Better stick to \CDs.
This Schrödinger gap was proved some time ago in one dimension by Lavine [8], and more recently in all dimensions by Andrews and Clusterfuck [1].
Hey, could you send me the pdf, please. This seems an interesting paper!
BTW, Math. Z. took more than 9 months just to send us an acceptance, in spite of the review that I forwarded you.
These guys are online in 4 just to rub mud in the face of their better (Donnelly).
They rathith.
Ah, the Math. Z. jerks asked them to write the paper and then took 4 months to put it online.
Why don't you move back to civilization so you can get access to online journals? They're still using Gutenberg's presses out there in the hinterlands?
Nah. Quill pens. I ain't goin back to the US, man. You got riots comin in three colors over there now.
Blacks, browns, and SEIU purple.
Leave me out of it.
hey, a link would be nice. Ain't gonna pay those Donnelly bashing bastards 30 quid just to watch their bloody fun,
I'll email it to you now.
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