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Markus Passenbrunner

Priv.-Doz., DI Dr.

  • Department of Functional Analysis
 https://orcid.org/0000-0003-4119-3200
  • EmailMarkus.Passenbrunnerjkuat
  • Overview
  • Network
  • Research output (24)
  • Projects (4)
  • Activities (26)
  • Supervised Work (1)

Research output

  • 21 Article
  • 1 Doctoral thesis
  • 1 Habilitation
  • 1 Master's / Diploma thesis

Research output per year

Research output per year

  • Properties of local orthonormal systems Part I: Unconditionality in Lp, 1<p<∞

    Gulgowski, J., Kamont, A. & Passenbrunner, M., May 2024, In: Mathematische Nachrichten. 297, 5, p. 1838-1865 28 p.

    Research output: Contribution to journal › Article › peer-review

  • An algebraic characterization of B-splines

    Kamont, A. & Passenbrunner, M., 2023, In: Journal of Mathematical Analysis and Applications. 524(1), 127063, 26 p., 127063.

    Research output: Contribution to journal › Article › peer-review

  • Almost everywhere convergence of spline sequences.

    Passenbrunner, M. & Müller, P., 2020, In: Israel Journal of Mathematics. 240, 1, p. 149-177 29 p.

    Research output: Contribution to journal › Article › peer-review

  • Martingale inequalities for spline sequences

    Passenbrunner, M., 2020, In: Positivity. 24, 1, p. 95-115 21 p.

    Research output: Contribution to journal › Article › peer-review

  • Martingale properties of spline sequences

    Passenbrunner, M., 2020, Linz: Johannes Kepler Universität. 222 p.

    Research output: Thesis › Habilitation

View all 24 research outputs

Projects

  • 4 Finished

Projects per year

  • Martingalungleichungen für Splinefolgen

    Passenbrunner, M. (PI)

    01.08.2019 → 31.07.2023

    Project: Funded research › FWF - Austrian Science Fund

  • Complexity of integration and approximation in function spaces (Subprojekt des SFB F-55)

    Breneis, S. (Researcher), Passenbrunner, M. (Researcher) & Hinrichs, A. (PI)

    01.02.2018 → 31.01.2023

    Project: Funded research › FWF - Austrian Science Fund

  • Convergence properties of orthogonal spline series

    Passenbrunner, M. (PI)

    01.06.2015 → 31.05.2018

    Project: Funded research › FWF - Austrian Science Fund

  • Projektionsoperatoren der Analysis und Geometrie klassischer Banachräume

    Lechner, R. (Researcher), Passenbrunner, M. (Researcher), Penteker, J. (Researcher) & Müller, P. (PI)

    30.11.2011 → 29.11.2015

    Project: Funded research › FWF - Austrian Science Fund

Activities

  • 10 Invited talk
  • 6 Contributed talk
  • 4 Outgoing (legacy data)
  • 3 Other talk or presentation
  • More
    • 2 Organising a conference, workshop, ...
    • 1 Incoming (legacy data)

Activities per year

  • Variaton inequalities for smartingales

    Passenbrunner, M. (Speaker)

    19 Jun 2024

    Activity: Talk or presentation › Other talk or presentation › science-to-science

  • Some maximal function related to tensior spline projections

    Passenbrunner, M. (Speaker)

    27 Apr 2023

    Activity: Talk or presentation › Invited talk › science-to-science

  • Properties of local orthonormal systems (joint work with J. Gulgowski and A. Kamont)

    Passenbrunner, M. (Speaker)

    18 Apr 2023

    Activity: Talk or presentation › Invited talk › science-to-science

  • Martingale properties of spline sequences

    Passenbrunner, M. (Speaker)

    09 Jul 2020

    Activity: Talk or presentation › Other talk or presentation › science-to-public

  • Almost everywhere convergence of spline sequences (part 2)

    Passenbrunner, M. (Speaker)

    05 Dec 2019

    Activity: Talk or presentation › Invited talk › science-to-science

View all 26 activities
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