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A minimization problem associated with gap phenomenon

A minimization problem associated with gap phenomenon
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摘要 In this note, we consider (2) assuming that f satisfies the following conditions(f<sub>1</sub>) and(f<sub>2</sub>). We will develop a method entirely different from that in ref. [2] to prove that for anyweak solution of the Euler equation of (2), we have Sing(f) Sing(u), where Sing(u) isthe singular set of u. As a direct corollary of this result, (2) is not achieved. We assume that f∈H<sup>1</sup>(Ω, S<sup>2</sup>) satisfies the following conditions:
作者 Shen, YT Yan, SS
出处 《Chinese Science Bulletin》 SCIE EI CAS 1997年第13期1073-1076,共4页
基金 This work was supported by the National Natural Science Foundation of China (Grant No. 19571028) the Guangdong Provincial Natural Science Foundation.
关键词 APPROXIMATION ELLIPTIC SYSTEM HARMONIC map. approximation elliptic system harmonic map
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