Thanh-Tâm Lê - Academia.edu (original) (raw)
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Papers by Thanh-Tâm Lê
Using results by Donaldson and Auroux on pseudo-holomorphic curves as well as Duval's rationa... more Using results by Donaldson and Auroux on pseudo-holomorphic curves as well as Duval's rational convexity construction, the paper investigates the existence of smooth Lagrangian surfaces representing 2-dimensional homology classes in complex projective surfaces. We prove that if the projective surface X is minimal, of general type, with uneven geometric genus, and has an effective, smooth and connected canonical divisor K,
Using results by Donaldson and Auroux on pseudo-holomorphic curves as well as Duval's rationa... more Using results by Donaldson and Auroux on pseudo-holomorphic curves as well as Duval's rational convexity construction, the paper investigates the existence of smooth Lagrangian surfaces representing 2-dimensional homology classes in complex projective surfaces. We prove that if the projective surface X is minimal, of general type, with uneven geometric genus, and has an effective, smooth and connected canonical divisor K,