논문KCI 등재
Anti-holomorphic twistor and symplectic structure
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Abstract
It is well known that the twistor, section of twistorspace, classify the orthogonal almost complex structure on evendimensional Riemannian manifold ( X;g). We will show that exis-tence of a harmonic and anti-holomorphic twistor is equivalent tohaving a symplectic structure on (X;g).
참고문헌 (3)
- "The Seiberg-Witten equations and 4-manifold topology", 33(1), pp.45~70 (1996)
- "A new construction of symplectic manifolds", 142(3), pp.527~595 (1995)
- "The Seiberg-Witten equations and applications to the topologyof smooth four-manifolds", 44 (1996), Princeton University Press Princeton
관련 논문AI추천
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