首页|Minimizers and best constants for a weighted critical Sobolev inequality
involving the polyharmonic operator
Minimizers and best constants for a weighted critical Sobolev inequality involving the polyharmonic operator
Minimizers and best constants for a weighted critical Sobolev inequality involving the polyharmonic operator
Our main goal is to explicitly compute the best constant for the Sobolev-type inequality involving the polyharmonic operator obtained in (Analysis and Applications 22, pp. 1417-1446, 2024). To achieve this goal, we also establish both regularity and classification results for a generalized critical polyharmonic equation in the radial setting.
José Francisco de Oliveira、Jeferson Silva
数学
José Francisco de Oliveira,Jeferson Silva.Minimizers and best constants for a weighted critical Sobolev inequality involving the polyharmonic operator[EB/OL].(2025-05-13)[2025-06-03].https://arxiv.org/abs/2505.09035.点此复制
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