|Date: Thursday, November 16, 2017
Location: 4088 East Hall (3:00 PM to 4:00 PM)
Title: A Case of Eisenbud-Green-Harris Conjecture
Abstract: Eisenbud-Green-Harris(EGH) conjecture states that, in the polynomial ring K[x_1,..,x_n], a homogeneous ideal that contains a regular sequence f_1,. . . , f_n with degrees a_i, i=0,..,n has the same Hilbert function of a lex-plus-powers ideal containing the powers x^a_i, i=0,..,1. We will discuss a case of EGH conjecture for the homogeneous ideals generated by n+2 quadrics containing a regular sequence f_1,. . ., f_n. This is a joint work with Mel Hochster.
Speaker: Sema Gunturkun
Institution: University of Michigan