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BOUNDARY LIMITS OF α-HARMONIC FUNCTIONS
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作者 Gao Qiren 《数学研究》 CSCD 1994年第1期68-71,共4页
BOUNDARYLIMITSOFα-HARMONICFUNCTIONS¥GaoQiren(Dept.ofMath.,XiamenUniv.Xiamen361005)Abstract:Inthispaper,theex... BOUNDARYLIMITSOFα-HARMONICFUNCTIONS¥GaoQiren(Dept.ofMath.,XiamenUniv.Xiamen361005)Abstract:Inthispaper,theexistenceofweighted... 展开更多
关键词 α-Harmonic function α-superharmonic function weighted boundary limits
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Carleman estimates for second-order elliptic operators with limiting weights:An elementary approach
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作者 Zengyu Li Qi Lü 《Science China Mathematics》 2026年第1期251-268,共18页
By using some deep tools from microlocal analysis,Kenig et al.(2007),Imanuvilov et al.(2010),Dos Santos Ferreira et al.(2009),and Guillarmou and Tzou(2011)have successfully established various Carleman estimates for e... By using some deep tools from microlocal analysis,Kenig et al.(2007),Imanuvilov et al.(2010),Dos Santos Ferreira et al.(2009),and Guillarmou and Tzou(2011)have successfully established various Carleman estimates for elliptic operators that possess the limiting Carleman weight.In this paper,we revisit these problems and present a unified and fundamental approach for deriving these estimates.The main tool we employ is an elementary pointwise estimate for second-order elliptic operators. 展开更多
关键词 Carleman estimate limiting Carleman weight system identification
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