Pluriclosed Flow Long-Time Solutions Conjectured
Researchers Anna Fino and Luigi Vezzoni have conjectured that the pluriclosed flow on compact balanced manifolds with zero first Chern class admits long-time solutions. The conjecture applies to manifolds with a zero first Chern class.
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Sources · 7 independent
Modernity/arxiv
“A note on the pluriclosed flow on balanced manifolds with $c_1=0$. Authors: Anna Fino, Luigi Vezzoni Abstract: We conjecture that on any compact balanced manifold $(M, ω_B)$ with $c_{1}(M)=0$, the pluriclosed flow admits long-time solutions $ω_{t}$ for every initial...”
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