Integrality in the Steinberg module and the top-dimensional cohomology of SLn OK/ Thomas Church, Benson Farb, and Andrew Putman.
Material type:
TextPublication details: Baltimore, Maryland U.S. ; Johns Hopkins University Press , October 2019.Description: Volume 141, pages 1375-1419 : illustration ; 26 cmSubject(s): DDC classification: - DPer 510.5 Am351 October-December 2019 v. 141 n. 5-6
| Item type | Current library | Call number | Status | Notes | Date due | Barcode | |
|---|---|---|---|---|---|---|---|
Periodicals
|
UM Digos College - LIC | DPer 510.5 Am351 October-December 2019 v. 141 n. 5-6 (Browse shelf(Opens below)) | Not for loan | Periodical Article |
Browsing UM Digos College - LIC shelves Close shelf browser (Hides shelf browser)
| DPer 510.5 Am351 October-December 2019 v. 141 n. 5-6 On the curvature estimates for hessian equations / | DPer 510.5 Am351 October-December 2019 v. 141 n. 5-6 Cancellation in the additive twists of Fourier coefficients for GL₂ and GL₃ over number fields / | DPer 510.5 Am351 October-December 2019 v. 141 n. 5-6 Cocycle superrigidity for translation actions of product groups / | DPer 510.5 Am351 October-December 2019 v. 141 n. 5-6 Integrality in the Steinberg module and the top-dimensional cohomology of SLn OK/ | DPer 510.5 Am351 October-December 2019 v. 141 n. 5-6 An index theorem for Lorentzian manifolds with compact spacelike Cauchy boundary / | DPer 510.5 Am351 October-December 2019 v. 141 n. 5-6 A geometric analogue of a conjecture of gross and reeder / | DPer 510.5 Am351 October-December 2019 v. 141 n. 5-6 Erratum to: Fujita's conjecture and frobenius amplitude / |
American Journals of Mathematics, vol. 141 no. 5, pages 1375-1419, October 2019.
There are no comments on this title.
Log in to your account to post a comment.