Mathematics > Home > Advances in Pure and Applied Mathematics > Issue 3 (June 2024) > Article
Randa Ben Mahmoud
Faculty of Sciences of Sfax
Tunisia
Published on 12 June 2024 DOI : 10.21494/ISTE.OP.2024.1174
In this note we revise the perturbation result of [7] on the prescribed Branson-Paneitz curvature problem on the n-dimensional unit sphere, $$$n$$$ ≥ 6. We remove condition (A1) of ([7], Theorem 1.3) and we prove an entirely new perturbation theorem.
In this note we revise the perturbation result of [7] on the prescribed Branson-Paneitz curvature problem on the n-dimensional unit sphere, $$$n$$$ ≥ 6. We remove condition (A1) of ([7], Theorem 1.3) and we prove an entirely new perturbation theorem.
order operator Critical exponent Branson-Paneitz curvature Morse theory
Critical exponent order operator Branson-Paneitz curvature Morse theory