ACC for log canonical threshold polytopes / Jingjun Han, Zhan Li, and Lu Qi
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TextPublication details: Baltimore, MaryLand U.S., Johns Hopkins University Press, June 2021. Description: volume 143, pages 681-714Subject(s): DDC classification: - DPer 510.5 Am351 June - August 2021 v143 no. 3-4
| 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 June - August 2021 v143 no. 3-4 (Browse shelf(Opens below)) | Not for loan | Periodical article |
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| DPer 510.5 Am351 February - April 2021 v143 no. 1-2 Upper and lower bounds for rich lines in grids / | DPer 510.5 Am351 February - April 2021 v143 no. 1-2 Finite-dimensional approximation and non-squeezing for the cubic nonlinear schrödinger equation on R² / | DPer 510.5 Am351 February - April 2021 v143 no. 1-2 American journal of mathematics / | DPer 510.5 Am351 June - August 2021 v143 no. 3-4 ACC for log canonical threshold polytopes / | DPer 510.5 Am351 June - August 2021 v143 no. 3-4 Hida theory over some unitary Shimura varieties without ordinary locus / | DPer 510.5 Am351 June - August 2021 v143 no. 3-4 Uncertainty principle, minimal escape velocities, and observability inequalities for Schrödinger equations / | DPer 510.5 Am351 June - August 2021 v143 no. 3-4 Boundary unique continuation for a class elliptic equations / |
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