Research output per year
Research output per year
Personal profile
Profile
Peter Beelen came to Denmark in October 2004 to work as an assistent professor at the department of mathematics at DTU. Since February 2007 he has been working at this department as associate professor. His main research interest is: algebraic coding theory, which covers both the construction of algebraic codes and the decoding of these.
Other information
International Experience:
See CV
Language Skills:
Dutch (native language)
English (fluent)
Danish (fluent)
German (semi-fluent)
French (moderate)
Education/Academic qualification
Ph.D in mathematics, Eindhoven Technical University (the Netherlands)
1997 → 2001
M.Sc. in mathematics, University of Utrecht (the Netherlands)
1991 → 1997
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Collaborations and top research areas from the last five years
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Research output
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A family of non-isomorphic maximal function fields: A family of non-isomorphic maximal...
Beelen, P., Montanucci, M., Niemann, J. & Quoos, L., 2025, In: Mathematische Zeitschrift. 309, 22 p., 19.Research output: Contribution to journal › Journal article › Research › peer-review
Open AccessFile13 Downloads (Pure) -
List-decoding of AG codes without genus penalty
Beelen, P. & Montanucci, M., 2025, (Accepted/In press) In: IEEE Transactions on Information Theory. 11 p.Research output: Contribution to journal › Journal article › Research › peer-review
Open AccessFile15 Downloads (Pure) -
Classification of all Galois subcovers of the Skabelund maximal curves
Beelen, P., Landi, L. & Montanucci, M., Jan 2023, In: Journal of Number Theory. 242, p. 46-72Research output: Contribution to journal › Journal article › Research › peer-review
Open AccessFile105 Downloads (Pure) -
Weierstrass semigroups and automorphism group of a maximal curve with the third largest genus
Beelen, P., Montanucci, M. & Vicino, L., 2023, In: Finite Fields and Their Applications. 92, 39 p., 102300.Research output: Contribution to journal › Journal article › Research › peer-review
Open AccessFile54 Downloads (Pure) -
A combinatorial approach to the number of solutions of systems of homogeneous polynomial equations over finite fields
Beelen, P., Datta, M. & Ghorpade, S. R., 1 Oct 2022, In: Moscow Mathematical Journal. 22, 4, p. 565-593Research output: Contribution to journal › Journal article › Research › peer-review
Open AccessFile189 Downloads (Pure)
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Construction of maximal curves
Niemann, J. T. (PhD Student), Montanucci, M. (Main Supervisor) & Beelen, P. (Supervisor)
15/03/2023 → 14/03/2026
Project: PhD
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Error-correction using maximal algebraic curves
Vicino, L. (PhD Student), Beelen, P. (Main Supervisor), Montanucci, M. (Supervisor), Giulietti, M. (Examiner) & Quoos, L. (Examiner)
15/10/2020 → 11/03/2024
Project: PhD
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Curves and error-correction
Landi, L. (PhD Student), Bassa, A. (Examiner), Couvreur, A. (Examiner), Henriksen, C. (Examiner), Beelen, P. (Main Supervisor) & Montanucci, M. (Supervisor)
01/01/2019 → 09/05/2022
Project: PhD
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Correcting on a curve
Solomatov, G. A. (PhD Student), Augot, D. (Examiner), Storjohann, A. (Examiner), Markvorsen, S. S. (Examiner), Beelen, P. (Main Supervisor) & Montanucci, M. (Supervisor)
15/10/2018 → 11/02/2022
Project: PhD
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Design and Analysis of Symmetric Primitives
Lauridsen, M. M. (PhD Student), Rechberger, C. (Main Supervisor), Beelen, P. (Examiner), Canteaut, A. M. (Examiner), Johansson, T. (Examiner) & Knudsen, L. R. (Supervisor)
Technical University of Denmark
01/09/2012 → 19/11/2015
Project: PhD