Mathematics Department - Colloquium - Spring 2010

Colloquium - Spring 2010



Mathematics Department Colloquia take place on Friday afternoons 4:00-5:00PM in Hill Center 705 , Busch Campus. Also, due to recent construction on Route 18, most on-line maps and driving instructions are out of date. Here are updated driving directions. If you need information on public transportation , you may want to check the New Jersey Transit page for information on fares and schedules for the Northeast Corridor Line. Taxis are available at the New Brunswick train station (fare about $7) and can take you to and from the Hill Center (Victory Cabs, (732) 545-6666). The Rutgers Campus Bus System provides free inter-campus transportation, with the A and H buses taking passengers between Busch Campus and College Avenue, with the A providing a faster ride from College Avenue and the H providing a faster ride from the Hill Center : please visit their website for bus schedules and maps, including real-time tracking of campus buses.

Unfortunately, colloquium cancellations do occur from time to time. Please feel free to call our department (732)-445-3921 before embarking on your journey.

Colloquium participants and hosts may wish to also consult the Rutgers University academic calendar, as well as its calendars of religious holidays and of weather emergencies and university closings.

Organizer(s)

Lisa Carbone, Konstantin Mischaikow, Anders Buch

Archive



Friday, April 16th

Ngo Bao Chau, Institute For Advanced Study

"TBA"

Time: 4:00 PM
Location: Hill 705


Friday, April 9th

Andrei Zelevinsky, Northeastern

"TBA"

Time: 4:00 PM
Location: Hill 705


Friday, March 12th

Blaine Lawson, Stony Brook

"TBA"

Time: 4:00 PM
Location: Hill 705


Friday, March 5th

Fanghua Lin, Courant Institute

"TBA"

Time: 4:00 PM
Location: Hill 705


Friday, February 5th

D. Phong, Columbia University

"The complex Monge-Amp`ere equation and geodesics"

Time: 4:00 PM
Location: Hill 705
Abstract: We discuss recent progresses on the Dirichlet problem for the complex Monge-Amp`ere equation on K"ahler manifolds, motivated by the problem of constructing geodesics in the infinite-dimensional space of K"ahler potentials in a given Chern class. This problem is itself motivated by the problem of finding metrics of constant scalar curvature, the existence of which has been conjectured by Donaldson to a notion of stability where geodesic rays play the role of one-parameter subgroups.


Friday, January 22nd

Yum-Tong Siu, Harvard University

"On the Abundance Conjecture"

Time: 4:00 PM
Location: Hill 705


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