TL;DR
This paper investigates Q-curvature type equations with singularities on special manifolds, establishing existence and regularity results for solutions relevant to conformal geometry.
Contribution
It provides new existence and regularity results for singular Q-curvature equations on specific manifolds, advancing understanding in geometric analysis.
Findings
Existence of solutions under certain conditions
Regularity results for solutions with singularities
Application to conformal geometry contexts
Abstract
This paper is devoted to the Q-curvature type equation with singularities; mainly we give existence and regularity results of solutions. To have positive solutions which will be meaningfully in conformal geometry we restrict ourself to special manifolds.
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