Abstract: What can you tell about an object from its shadow? There are many versions of this question, important not only in geometry but in data analysis and elsewhere. I'll describe some of these, and then focus on classical geometric constructions having to do with curves and surfaces and things with more dimensions, and some of the mysteries about them that remain. |
Speaker | Institution | Abbreviated Title (click for abstract) |
---|---|---|
Roya Beheshti Zavareh | Washington University | Spaces of rational curves on hypersurfaces |
Olgur Celikbas | Kansas | Remarks on the vanishing of (co)homology |
Calin Chindris | Missouri | On the tameness of tilted algebras |
David Eisenbud | UC-Berkeley | New developments in Boij-Soederberg Theory |
Claudia Miller | Syracuse | Duality for Koszul Homology over Gorenstein Rings |
Hal Schenck | Illinois | The weak Lefschetz property and powers of linear forms |
Sandra Spiroff | Mississippi | Zero Divisor Graphs |
Mark Walker | Nebraska | On the stable Ext's for complete intersections |