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Sharp radial--angular mixed norm Fourier extension and global stability on spheres
We study the sharp Fourier extension inequality from $L^2(\mathbb S^{d-1})$ to the radial--angular mixed space $L^q_{\mathrm{rad}}L^2_{\mathrm{ang}}$. Our work is motivated by and builds upon the foundational analysis of Carneiro, Oliveira e Silva and Sousa \cite{COS}, who initiated the sharp mixed-
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