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Award ID contains: 1510094

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  1. (, Springer INdAM series)
    Chiossi, Simon; Fino, Anna; Musso, Emilio; Podesta, Fabio; Vezzoni, Luigi (Ed.)
    A theorem of Kuranishi (Ann Math 75(2):536–577, 1962) tells us that the moduli space of complex structures on any smooth compact manifold is always locally a finite-dimensional space. Globally, however, this is simply not true; we display examples in which the moduli space contains a sequence of regions for which the local dimension tends to infinity. These examples naturally arise from the twistor theory of hyper-Kähler manifolds. 
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  2. ; (, Communications in Mathematical Physics)
    null (Ed.)
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  3. (, Communications in Mathematical Physics)
    null (Ed.)
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  4. (, Annals of Global Analysis and Geometry)
    null (Ed.)
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