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Bahri invariants for fractional Nirenberg-type flows (2017)

SpringerOpen

In: Arabian Journal of Mathematics

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Publication Date: 2017-04-19

Description: This paper is concerned with prescribing the fractional Q -curvature on the unit sphere \(\mathbb {S}^{n}\) endowed with its standard conformal structure \(g_0\) , \(n\ge 4\) . Since the associated variational problem is noncompact, we approach this issue with techniques passed by Abbas Bahri, as the well known theory of critical points at infinity, as well as some lesser known topological invariants that appear here as criteria for existence results.

Print ISSN: 2193-5343

Electronic ISSN: 2193-5351

Topics: Mathematics

Published by SpringerOpen

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