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X-WR-CALNAME:Robert Neel Minimal surfaces and coupled Brownian motion.
	 in Baltimore at Johns Hopkins University - Eventful
BEGIN:VEVENT
DTSTART:20081208T150000
DTSTAMP:20081207T034839Z
SUMMARY:Robert Neel Minimal surfaces and coupled Brownian motion.
DESCRIPTION: Speaker: Robert Neel (Columbia)  Abstract: We introduce a
	n extrinsic analogue\, for minimal surfaces in R3\, of the mirror coup
	ling of two Brownian motions and use it to prove geometric results. Th
	e first class of results we look at are strong halfspace-type theorems
	\, in which the goal is to prove that pairs of minimal surfaces\, unde
	r some conditions\, must intersect. Second\, we study harmonic functio
	ns on minimal surfaces\, proving that properly embedded minimal surfac
	es of bounded curvature admit no non-constant bounded harmonic functio
	ns (thus making progress toward a conjecture of Sullivan) and that non
	-planar minimal graphs are parabolic (thus proving a conjecture of Mee
	ks).\n Location Information:  Homewood - KriegerRoom: 304\n
LOCATION:Johns Hopkins University @ Shriver Hall, Baltimore, Maryland 
	21218 United States
SEQUENCE:1228621719
UID:E0-001-016146112-9
URL:http://eventful.com/E0-001-016146112-9
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