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The boundary-image conjecture for Poincaré–Einstein metrics
Boundary-image conjecture. For any component ${\mathcal E}_{0}$ of ${\mathcal E}$ , $\bar{\Pi}(\partial {\mathcal E}_{0})$ has empty interior in ${\mathcal C}$ .
openconformally-compact-einstein-metrics fredholm-theory poincare-einstein-metrics
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The boundary-image conjecture for Poincaré–Einstein metrics