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hyperkahler manifolds, complex Lagrangian submanifolds, Mukai flop, integrable systems

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$\partial \bar{\partial}$ on a riemann surface

yes sure. So my question is the following: Let $M$ be a complex $n-$dimensional manifold and $R \subset M$ be a totally real, compact , n-dimensional (real) manifold. Assume one has a smooth $(n,n)-$f …
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