Conjecture that simple complex manifolds have simple real forms
Conjecture that simple complex manifolds have simple real forms
Let a simple complex manifold mean a complex manifold satisfying the source’s informal notion of simplicity, and likewise let a simple real form mean a real form satisfying the corresponding informal notion. Simplicity conjecture. Simple complex manifolds have simple real forms. The source explicitly says that “simple” has no precise meaning and provides no resolution, so this claim remains open and its formulation is necessarily informal.
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Sources & referencesView supporting material
Primary source
Yves Laszlo and Claude Viterbo, “Estimates of Characteristic numbers of real algebraic varieties”, arXiv:math/0412250 (2004).
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