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Metric-independence conjecture for delocalized $L^2$ -invariants of hyperbolic manifolds
Metric-independence conjecture. For every such metric $g$ , the delocalized $L^2$ -invariants are well-defined and independent of the choice of $g$ .
opendelocalized-l2-invariants hyperbolic-manifolds spectral-geometry
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Metric-independence conjecture for delocalized L2L^2L2-invariants of hyperbolic manifolds