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Wild Harmonic Bundles and Wild Pure Twistor D-modules

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arxiv 0803.1344 v4 pith:S4RKUXPJ submitted 2008-03-10 math.DG math.AG

classification math.DGmath.AG
keywords wildbundlesharmonicmodulespurerelationsemisimpletwistor
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abstract

We study (i) asymptotic behaviour of wild harmonic bundles, (ii) the relation between semisimple meromorphic flat connections and wild harmonic bundles, (iii) the relation between wild harmonic bundles and polarized wild pure twistor $D$-modules. As an application, we show the hard Lefschetz theorem for algebraic semisimple holonomic $D$-modules, conjectured by M. Kashiwara.

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  1. Holonomy Asymptotics along Quartic Differential Rays

    math.DG 2026-08 accept novelty 6.0 of 10

    The leading exponential growth rates of all singular values and eigenvalue moduli of PSp(4,R) Hitchin holonomies along quartic rays are explicit integrals of fourth roots of the quartic differential over saddle connections.

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