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Hodge Theory of Novikov Type Landau--Ginzburg Models
We establish a strong Hodge decomposition theorem for Novikov type Landau--Ginzburg models, that is, triples $(M,g,θ)$ consisting of a non-compact complete Kähler manifold $(M,g)$ and a non-trivial closed holomorphic one-form $θ$ on $M$.Under the well-tameness condition and under the assumption that
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