The Mathematics Colloquium at Rutgers-Newark
On alternate Wednesdays, the student colloquium features talks
which are aimed in particular to be accessible to graduate
students. Again, all are welcome.
Directions to Math. Department:
By train: Take NJ Transit to Newark Penn Station (you can look at www.njtransit.com ). You can take a short cab ride to the department (101 Warren St.), or you can take the Newark Light Rail/City Subway (entrance by McDonald's in Newark Penn station) to Washington Street (take the train toward the Grove St stop). For the Light Rail, you should buy a ticket and validate it before you get on the train (I think it's 65 cents). From the Washington St. city Subway station, there's a campus map. The city subway comes out on Raymond Blvd. between University Av. and Washington St. The math dept at Rutgers Newark is in Smith Hall, 101 Warren St. My office is 314.
By car: Here is the direction to the campus. For parking, you will want to go to the Bradley lot. To get there, follow the online directions to Parking Deck 1, which will be on your left off University Av. Then take the next right onto Warren St. The Bradley lot will be the first lot on your left (after the sports field). Smith Hall will be across Warren St, and again there's a campus map.
(U. of New Mexico and Univ. de Nantes)
Second Fundamental Form of Isometric Immersions, Canonical
Homological Representatives, and Kodaira Embeddings
(IAS at Tsinghua University, Beijing)
Field Theories and a New Geometry
(U. of Oregon)
and Hypertoric Combinatorics
(UC, Santa Cruz.)
Integral Eisenstein cocycle and arithmetic applications.
|Oct 12||Dick Gross
discriminants of number fields
|Introduction to the Gross-Zagier formula|
Polynomial Method in Combinatorics
(CUNY, Staten Island and CUNY, Graduate Center)
for a class of dimensional nonlocal semilinear problem
(Simons Institute, Stony Brook)
connections under conifold transition
of elliptic curves
|Ricci curvature and
Representation theory and topology
and Lattice Models
differential equations and Hurwitz series
Zariski-dense subgroups and isospectral arithmetic compact
locally symmetric spaces
Last updated 03/30/2011.