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An explicit infinite homotopy in nonabelian Hodge theory in positive characteristic

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arxiv 2302.09231 v1 pith:MFAEIGLR submitted 2023-02-18 math.AG

classification math.AG
keywords characteristicpositivecomplexexplicithomotopyinfiniteprovidedrham
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This short note is extracted from Section 3 and Appendix of the paper entitled with Intersection de Rham complexes in positive characteristic by the same named authors, where an explicit infinite homotopy from a Higgs complex to the Frobenius pushforward of the corresponding de Rham complex in positive characteristic has been provided. The verification details, which are omitted therein, are provided here.

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  1. De Rham-Higgs comparison for mixed Hodge modules in positive characteristic

    math.AG 2025-07 conditional novelty 6.0 of 10

    A de Rham-Higgs comparison for mixed-Hodge-module-inspired subcomplexes is established in special positive-characteristic cases, yielding decomposition and vanishing theorems when the logarithmic cotangent bundle spli...

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