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  1. www.researchgate.net › profile › Matteo-LeviMatteo LEVI | PostDoc Fellow | Doctor of Philosophy ...

    Matteo LEVI, PostDoc Fellow | Cited by 37 | of Autonomous University of Barcelona, Cerdanyola del Vallès (UAB) | Read 18 publications | Contact Matteo LEVI

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      Matteo LEVI, PostDoc Fellow | Cited by 37 | of Autonomous...

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  2. arxiv.org › abs › 2311[2311.03204] Linear statistics of determinantal point ...

    Nov 6, 2023 · Matteo Levi, Jordi Marzo, Joaquim Ortega-Cerdà. We study the asymptotic behavior of the fluctuations of smooth and rough linear statistics for determinantal point processes on the sphere and on the Euclidean space.

    • arXiv:2311.03204 [math.CA]

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  4. scholar.google.fi › citations‪Matteo Levi‬ - ‪Google Scholar‬

    ‪Universitat Autònoma de Barcelona‬ - ‪‪Cited by 60‬‬ - ‪Complex and Harmonic Analysis‬

  5. www.facebook.com › public › Matteo-LeviMatteo Levi Profiles | Facebook

    View the profiles of people named Matteo Levi. Join Facebook to connect with Matteo Levi and others you may know. Facebook gives people the power to...

  6. arxiv.org › abs › 2308[2308.07128] Hardy-Littlewood maximal operators on trees with ...

    Aug 14, 2023 · Matteo Levi, Stefano Meda, Federico Santagati, Maria Vallarino. In this paper we study the $L^p$ boundedness of the centred and the uncentred Hardy--Littlewood maximal operators on the class $\Upsilon_ {a,b}$, $2\leq a\leq b$, of trees with $ (a,b)$-bounded geometry.

    • arXiv:2308.07128 [math.FA]
    • 30 pages

  7. scm.iec.cat › wp-content › uploadsAbstracts of the BMD 2023 1 THEMATIC SESSION: Analysis and PDEs

    THEMATIC SESSION: Analysis and PDEs. Hardy–Littlewood maximal operators on trees with bounded geom-etry. Matteo Levi (UB and UAB) The centred Hardy–Littlewood maximal operator M on homogeneous trees is of weak type (1, 1) and hence bounded on Lp for every p > 1 [CMS, NT].

  8. ems.press › journals › rlmTwo-weight dyadic Hardy inequalities | EMS Press

    We present various results concerning the two-weight Hardy inequality on infinite trees. Our main aim is to survey known characterizations (and proofs) for trace measures, as well as to provide some new ones.