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posted by CoolHand on Saturday July 25 2015, @08:58PM   Printer-friendly
from the beautiful-mind dept.

The New York Times published an article in its magazine about one of the greatest mathematicians living today, Terry Tao. The first paragraph should whet one's appetite for the rest of the article:

This April, as undergraduates strolled along the street outside his modest office on the campus of the University of California, Los Angeles, the mathematician Terence Tao mused about the possibility that water could spontaneously explode. A widely used set of equations describes the behavior of fluids like water, but there seems to be nothing in those equations, he told me, that prevents a wayward eddy from suddenly turning in on itself, tightening into an angry gyre, until the density of the energy at its core becomes infinite: a catastrophic ‘‘singularity.’’ Someone tossing a penny into the fountain by the faculty center or skipping a stone at the Santa Monica beach could apparently set off a chain reaction that would take out Southern California.

There are some people who are just too smart, and this guy is one of them.


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  • (Score: 2) by HiThere on Sunday July 26 2015, @06:07PM

    by HiThere (866) Subscriber Badge on Sunday July 26 2015, @06:07PM (#213920) Journal

    Well, for that statement to work you need a few modifications to the experimental conditions. If friction is present, e.g., reassembling the glass isn't symmetric to shattering it...you need to totally eliminate friction and have a closed environment with totally elastic walls. (I think the elastic walls are needed because otherwise you get heat loss when the pieces of glass encounter the wall.)

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  • (Score: 2) by maxwell demon on Sunday July 26 2015, @06:13PM

    by maxwell demon (1608) on Sunday July 26 2015, @06:13PM (#213924) Journal

    Microscopically, friction is also nothing else but ordinary motion. The non-reversibility of friction is again the second law in action. If you look at the fundamental equations, everything is indeed symmetrical. Including the interactions which macroscopically we see as friction.

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