A Note on Compact Solvmanifolds with Kähler Structures.¶
Hasegawa, K. (2006). A Note on Compact Solvmanifolds with Kähler Structures. Osaka Journal of Mathematics.
Cited by¶
1 citation across 1 artifact.
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Domain-specific¶
- Solvmanifold
- Kähler structure is much more restrictive; compact solvmanifolds admitting it fall under Hasegawa’s strong finite-torus-quotient classification.
This sourceFull author preprint inspected for the broad compact homogeneous-space definition, finite-cover reduction, and Kähler classification.
- Kähler structure is much more restrictive; compact solvmanifolds admitting it fall under Hasegawa’s strong finite-torus-quotient classification.
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