Singular sets of a class of locally conformally flat manifolds

61 citations recorded by the source corpus.

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

Schouten tensor and some topological properties (2005, unknown): “González [3] on further topological implications of Γk positivity for locally conformally flat manifolds.”
Asymptotic behavior of solutions to the σk-Yamabe equation near isolated singularities (2009, background): “Gonzalez [30] and Guan, Lin and Wang [32] to the case of 2 < k < n/2: if ⊂ S admits a complete, conformal metric g with σ1(Ag) ≥ c1 > 0, σ2(Ag), .”
Asymptotic Expansions of Solutions of the Yamabe Equation and the σk‐Yamabe Equation near Isolated Singular Points (2019, background): “Refer to [9] and its references for more information concerning the k-Yamabe equation, and in particular to [4], [6], and [7] for the size of the singular sets, and to [14] and [15] for the existence of solutions with isolated singularity.”
Singular Solutions of Fractional Order Conformal Laplacians (2009, background): “In the first few integer cases it is known that the positivity of the curvature places restrictions on dimΛ (see [25], [19] for the case γ = 1, [4] for γ = 2, and [11] for the analogous problem for the closely related σk curvature).”