Sharp Quantitative Stability Estimates for Critical Points of Fractional Sobolev Inequalities

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초록

By developing a unified approach based on integral representations, we establish sharp quantitative stability estimates of the fractional and higher-order Sobolev inequalities, induced by the embedding H˙ s(Rn) → L 2n n−2s (Rn) for any s ∈ (0, n 2 ), in the critical point setting.

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제목
Sharp Quantitative Stability Estimates for Critical Points of Fractional Sobolev Inequalities
저자
Chen, HaixiaKim, SeunghyeokWei, Juncheng
DOI
10.1093/imrn/rnaf156
발행일
2025-06
유형
Article
저널명
International Mathematics Research Notices
2025
12
페이지
1 ~ 36