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Paneitz operators on hyperbolic spaces and high order Hardy-Sobolev-Maz'ya inequalities on half space / Guozhen Lu and Qiaohua Yang.

By: Contributor(s): Material type: TextTextPublication details: Baltimore, Maryland U.S. ; Johns Hopkins University Press , December 2019.Description: Volume 141, pages 1777-1816 : illustration ; 26 cmSubject(s): DDC classification:
  • DPer 510.5 Am351 October-December 2019 v. 141 n. 5-6
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Item type Current library Collection Call number Status Notes Date due Barcode
Periodicals Periodicals UM Digos College - LIC Periodicals DPer 510.5 Am351 October-December 2019 v. 141 n. 5-6 (Browse shelf(Opens below)) Not for loan Periodical Article
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DPer 510.5 Am351 October-December 2019 v. 141 n. 5-6 Partial regularity of almost minimizing rectifiable G chains in hilbert space / DPer 510.5 Am351 October-December 2019 v. 141 n. 5-6 The geodesic X-ray transform with matrix weights / DPer 510.5 Am351 October-December 2019 v. 141 n. 5-6 The Hermitian curvature flow on manifolds with non-negative Griffiths curvature / DPer 510.5 Am351 October-December 2019 v. 141 n. 5-6 Paneitz operators on hyperbolic spaces and high order Hardy-Sobolev-Maz'ya inequalities on half space / DPer 510.5 Am351 October-December 2019 v. 141 n. 5-6 Escobar type theorems for elliptic fully nonlinear degenerate equations / DPer 510.5 C697 Jan 2012-Sept 2015 v. 43 & 46, n. 1-4 The college mathematics journal. DPer 510.5 C697 Jan 2012-Sept 2015 v. 43 & 46, n. 1-4 Hexaflexagons/

American Journals of Mathematics, vol. 141, no. 6, pages 1777-1816, December 2019.

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