Random integral matrices and the Cohen-Lenstra heuristics / Melanie Matchett Wood.
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TextPublication details: Baltimore, Maryland U.S. ; Johns Hopkins University Press , April 2019. Description: Volume 141, pages 383-398 : illustration ; 28 cmSubject(s): DDC classification: - DPer 510.5 Am351 February - April 2019 v. 141 n. 1-2
| Item type | Current library | Collection | Call number | Status | Notes | Date due | Barcode | |
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Periodicals
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UM Digos College - LIC | Periodicals | DPer 510.5 Am351 February - April 2019 v. 141 n. 1-2 (Browse shelf(Opens below)) | Not for loan | Periodical Article |
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| DPer 510.5 Am351 February - April 2019 v. 141 n. 1-2 A godement-jacquet type integral and the metaplectic Shalika model / | DPer 510.5 Am351 February - April 2019 v. 141 n. 1-2 A positive proportion of thue equations fail the integral Hasse principle / | DPer 510.5 Am351 February - April 2019 v. 141 n. 1-2 The distribution of Galois orbits of points of small height in toric varieties / | DPer 510.5 Am351 February - April 2019 v. 141 n. 1-2 Random integral matrices and the Cohen-Lenstra heuristics / | DPer 510.5 Am351 February - April 2019 v. 141 n. 1-2 Self-improving property of degenerate parabolic equations of porous medium-type / | DPer 510.5 Am351 February - April 2019 v. 141 n. 1-2 The Classification of Zamolodchikov periodic quivers / | DPer 510.5 Am351 February - April 2019 v. 141 n. 1-2 On the hecke eigenvalues of Maass forms / |
American Journal of Mathematics, vol. 141, no. 2, pages 383-398, April 2019.
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