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Please use this identifier to cite or link to this item: http://ir.ncue.edu.tw/ir/handle/987654321/16697

Title: Integrability of Rotationally Symmetric n-Harmonic Maps
Authors: Chen, Chao-Nien;Cheung, L. F.;Choi, Y. S.;Law , C. K.
Contributors: 數學系
Keywords: p-Harmonic maps;n-Harmonic maps;Rotational symmetry;Model space;Dichotomy phenomenon
Date: 2007-03
Issue Date: 2013-06-05T07:32:30Z
Publisher: Elsevier
Abstract: A rotationally symmetric n-harmonic map is a rotationally symmetric p-harmonic map between two n-dimensional model spaces such that p=n. We show that rotationally symmetric n-harmonic maps can be integrated and are n-harmonic diffeomorphism, and apply such results to investigate the asymptotic behaviors of these maps. We also derive this integrability using Lie theory.
Relation: Journal of Mathematical Analysis and Applications, 327(2): 869-877
Appears in Collections:[math] Periodical Articles

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