| Title: | Grothendieck-Serre Formula and Bigraded Cohen-Macaulay Rees Algebras |
| Speaker: | Dr. A.V. Jayanthan |
| Affiliation: | School of Mathematics, TIFR , MUMBAI |
| Abstract/Brief Description: | Characterization of Cohen-Macaulay property of bigraded Rees algebra of two m-primary ideals in a Cohen-Macaulay local ring of dimension two, using the Bhattacharya polynomial, its coefficients and reduction numbers. The result is obtained as an application of a generalized Grothendieck-Serre formula for the difference of Bhattacharya function and polynomial in terms of lengths of the bigraded components of the local cohomology modules. |
| Subject Area: | Mathematics |
| Date: | Friday, March 5, 2004 |
| Time: | 4:00pm-5:00pm |
| Duration: | 60 minutes |
| Venue: | Lecture Hall - I, Department of Mathematics, IISc. |