Real moment-angle manifolds associated to flag complexes satisfy the Borel Conjecture in dimensions at least 5 because their universal covers admit CAT(0) metrics.
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3 Pith papers cite this work. Polarity classification is still indexing.
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Pith papers citing it
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2026 3verdicts
UNVERDICTED 3representative citing papers
Proves compactness and convergence theorems for complete gradient G2-solitons under scalar curvature lower bounds and potential growth conditions.
Affine radial Euler flows can accumulate mass into a point singularity but always require unphysical far-field initial conditions.
citing papers explorer
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Remarks on Topological Rigidity of Real Moment-Angle Manifolds
Real moment-angle manifolds associated to flag complexes satisfy the Borel Conjecture in dimensions at least 5 because their universal covers admit CAT(0) metrics.
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On the structure of complete $G_2$-solitons
Proves compactness and convergence theorems for complete gradient G2-solitons under scalar curvature lower bounds and potential growth conditions.
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Cumulative Euler flows
Affine radial Euler flows can accumulate mass into a point singularity but always require unphysical far-field initial conditions.