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Markus Faulhuber
Research assistant

NuHAG, Faculty of Mathematics
Oskar-Morgenstern-Platz 1, 1090 Vienna
Room 05.134
+43-1-4277-50740

markus.faulhuber(at)univie.ac.at
CV PDF
Doctoral Thesis PDF

MFO_Faulhuber
Picture taken at the MFO. (external link)

I am a research assistant at the Numerical Harmonic Analysis Group (NuHAG) at the Faculty of Mathematics at the University of Vienna. I am working on Gabor frames, lattices and special functions. My main research interests are extremal geometric problems in (harmonic) analysis. I am especially interested in the investigation of Gaussian Gabor frames and related topics such as extremal frame bounds, the study of theta functions on lattices and the heat kernel on a torus.


NEWS:

[20.04.2017] Talk

I will give a talk on Some Extremal Problems in Analysis and a "Weltkonstante" at Yale University, Friday, April 28, 4:15pm (16:15) (room: LOM 206).

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[18.04.2017] Accepted Article

The conference paper Multi-Window Weaving Frames (external link) (joint work with Monika Dörfler) has been accepted for publication.

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[10.03.2017] Slides of Defense

The slides of the defense of my doctoral thesis can be downloaded in the activities section.

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[01.03.2017] Doktor der Naturwissenschaften

I am happy to announce that I defended my doctoral thesis with distinction.

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[23.02.2017] Defense of Doctoral Thesis

The defense of my doctoral thesis will be on Tuesday, February 28, 2017 at 3:00pm (15:00) in seminar room SR14 (02.312) at the Faculty of Mathematics. The abstract is included in the invitation PDF.

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[20.02.2017] New Preprint

Monika Dörfler (external link) and I submitted a conference paper for SampTA 2017 (external link) called Multi-Window Weaving Frames (external link).

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[13.02.2017] Published Article

The article Minimal Frame Operator Norms via Minimal Theta Functions (external link) is available online (open access) in the "Journal of Fourier Analysis and Applications".

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[10.02.2017] Reviews of Doctoral Thesis

My doctoral thesis PDF was rated excellent ("sehr gut") by both reviewers. The defense of the thesis is scheduled for February 28, 2017 at 3:00 pm (15:00).

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[13.01.2017] Accepted Article

The article Minimal Frame Operator Norms via Minimal Theta Functions was accepted for publication in the Journal of Fourier Analysis and Applications.

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[11.01.2017] Revised Version

The revised version of Minimal Frame Operator Norms via Minimal Theta Functions is available via arXiv.org. (external link)

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[22.12.2016] Doctoral Thesis

I submitted my doctoral thesis. If you are interested in reading it, here PDF is the PDF version.

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[04.10.2016] Final Version

The final version of the article Optimal Gabor frame bounds for separable lattices and estimates for Jacobi theta functions (joint work with Stefan Steinerberger) is available online. Full access is granted to everybody until November 19, 2016 via this link. (external link)

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[16.08.2016] Published Article

The article Optimal Gabor frame bounds for separable lattices and estimates for Jacobi theta functions (external link) (joint work with Stefan Steinerberger) is available online in the "Journal of Mathematical Analysis and Applications".

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[04.08.2016] ArXiv Preprint

The preprint Minimal Frame Operator Norms via Minimal Theta Functions is now available via arXiv.org. (external link)

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[03.08.2016] New Preprint

The preprint Minimal Frame Operator Norms via Minimal Theta Functions is available in the publications section.

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[31.07.2016] Accepted Article

The article Optimal Gabor frame bounds for separable lattices and estimates for Jacobi theta functions (joint work with Stefan Steinerberger) was accepted for publication in the Journal of Mathematical Analysis and Applications.

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Markus Faulhuber
Faculty of Mathematics
University of Vienna
Oskar-Morgenstern-Platz 1
1090 Vienna
T: +43-1-4277-50740
Markus Faulhuber | Faculty of Mathematics | University of Vienna | Oskar-Morgenstern-Platz 1 | 1090 Vienna | T +43-1-4277-50740