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Lagrangian Foliations on compact Kähler manifolds
Published 1 Sep 2026 in math.DG | (2609.01142v1)
Abstract: We prove that a compact Kähler manifold carrying a regular Riemannian foliation whose leaves are Lagrangian and minimal is flat. In order to prove this result, we establish a foliated version of an integral formula due to Ros.
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