TY - Type of reference TI - Topological invariants for the scalar curvature problem on manifolds AU - Khadijah Abdullah Sharaf AU - Hichem Chtioui AB - In [7], A.Bahri introduced two topological invariants μ and τ to study the prescribed scalar curvature problem on standard spheres of high dimensions. In this paper we first extend μ and τ to the problem on general riemannian manifolds. Second we analyze, as suggested in [7], the relation between these two quantities and we prove under topological conditions that μ = τ. DO - 10.21494/ISTE.OP.2023.0936 JF - Advances in Pure and Applied Mathematics KW - Scalar curvature, Yamabe flow, Bahri’s topological invariants, Scalar curvature, Yamabe flow, Bahri’s topological invariants, L1 - https://openscience.fr/IMG/pdf/iste_apam23v14nspe_3.pdf LA - en PB - ISTE OpenScience DA - 2023/03/7 SN - 1869-6090 TT - Invariants topologiques pour le problème de la courbure scalaire sur les variétés UR - https://openscience.fr/Topological-invariants-for-the-scalar-curvature-problem-on-manifolds IS - Issue 2 (Special CSMT 2022) VL - 14 ER -