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ABOUT NEWS CO-AUTHORS PUBLICATIONS TALKS PROGRAMS CONTACT
VIOLETTA WEGER

TECHNICAL UNIVERSITY OF MUNICH

ABOUT


I am a Marie Skłodowska-Curie Fellow at the Technical University of Munich in the group of Professor Antonia Wachter-Zeh and at Eindhoven University of Technology in the Mathematical Communication Theory group of Professor Alberto Ravagnani. I obtained my Ph.D. in Mathematics at the University of Zurich under the supervision of Professor Joachim Rosenthal. My research interests include cryptography, algebraic coding theory and number theory.

NEWS


    • Excited to announce the special issue on code-based cryptography in Designs, Codes and Cryptography!
    • Check out our new signature scheme CROSS using restricted errors. This is a round 1 candidate for the additional standardization call by NIST.
    • Happy to be the main chair of CBCrypto 2024, an affiliated event with Eurocrypt 2024. See you in May in Zurich!
    • If you are interested in learning about code-based cryptography, check out our survey! If you have any comments or additions to the survey, write me an email, as we plan to update it regularly.

CO-AUTHORS


    Gianira Alfarano, Marco Baldi, Jessica Bariffi, Massimo Battaglioni, Sebastian Bitzer, Eimear Byrne, Franco Chiaraluce, Niklas Gassner, Markus Grassl, Marcus Greferath, Lukas Holzbaur, Anna-Lena Horlemann, Carmelo Interlando, Patrick Karl, Karan Khathuria, Hedonliang Liu, Georg Maringer, Giacomo Micheli, Alessio Pavoni, Edoardo Persichetti, Anmoal Porwal, Alberto Ravagnani, Julian Renner, Stefan Ritterhoff, Nicole Rohrer, Joachim Rosenthal, Paolo Santini, Thomas Schamberger, Severin Schraven, Jonas Schupp, Simran Tinani, Antonia Wachter-Zeh, Nadja Willenborg

STUDENTS


PUBLICATIONS


JOURNAL PAPERS

  1. Nadja Willenborg, Anna-Lena Horlemann, Violetta Weger. On the Number of t-Lee-Error-Correcting Codes. Advances in Mathematics of Communications, 2023. arXiv
  2. Markus Grassl, Anna-Lena Horlemann, Violetta Weger. The Subfield Metric and its Application to Quantum Error Correction. Journal of Algebra and its Applications, 2023.
  3. Giacomo Micheli, Severin Schraven, Simran Tinani, Violetta Weger. Geometric sieve over number fields for higher moments. Research in Number Theory, 2023.
  4. Eimear Byrne, Violetta Weger. Bounds in the Lee Metric and Optimal Codes. Finite Fields and Their Applications, Volume 87, 102151, 2023.
  5. Violetta Weger, Karan Khathuria, Anna-Lena Horlemann, Massimo Battaglioni, Paolo Santini, Edoardo Persichetti. On the Hardness of the Lee Syndrome Decoding Problem. Advances in Mathematics of Communications, 2022.
  6. Niklas Gassner, Marcus Greferath, Joachim Rosenthal, Violetta Weger. Bounds for Coding Theory over Rings. Entropy, Volume 24, Issue 10, 2022.
  7. Eimear Byrne, Anna-Lena Horlemann, Karan Khathuria, Violetta Weger. Density of Free Modules over Finite Chain Rings. Linear Algebra and its Applications, Volume 651, 2022
  8. Giacomo Micheli, Severin Schraven, Violetta Weger. Local to global principle for expected values. Journal of Number Theory, Volume 238, 2022. Video Abstract (and the Bloopers)
  9. Gianira Alfarano, Karan Khathuria, Violetta Weger. On single server private information retrieval in a coding theory perspective. Applicable Algebra in Engineering, Communication and Computing, 2021.
  10. Karan Khathuria, Joachim Rosenthal, Violetta Weger. Encryption scheme based on expanded Reed-Solomon codes. Advances in Mathematics of Communications, Volume 15, Issue 2, pp 207-218, 2021.
  11. Anna-Lena Horlemann-Trautmann, Violetta Weger. Information set decoding in the Lee metric with applications to cryptography. Advances in Mathematics of Communications, Volume 15, Nr 4, pp 677-699, 2021.
  12. Carmelo Interlando, Karan Khathuria, Nicole Rohrer, Joachim Rosenthal, Violetta Weger. Generalization of the ball-collision algorithm. Journal of Algebra Combinatorics Discrete Structures and Applications, Volume 7, Issue 2, pp 195-207, 2020.
  13. Karan Khathuria, Giacomo Micheli, Violetta Weger. On the algebraic structure of E_p^(m) and applications to cryptography. Applicable Algebra in Engineering, Communication and Computing, Volume 32, Issue 4, pp 495-505, 2021.
  14. Giacomo Micheli, Violetta Weger. On rectangular unimodular matrices over the algebraic integers. SIAM Journal on Discrete Mathematics, Volume 33, Issue 1, pp 425-437, 2019.
  15. Giacomo Micheli, Violetta Weger. Cryptanalysis of the CLR Cryptosystem. Designs, Codes and Cryptography, Volume 87, Issue 5, pp 1069–1086, 2019.

CONFERENCE PROCEEDINGS

  1. Marco Baldi, Sebastian Bitzer, Alessio Pavoni, Paolo Santini, Antonia Wachter-Zeh, Violetta Weger. Zero Knowledge Protocols and Signatures from the Restricted Syndrome Decoding Problem. PKC 2024. Eprint
  2. Stefan Ritterhoff, Georg Maringer, Sebastian Bitzer, Violetta Weger, Patrick Karl, Thomas Schamberger, Jonas Schupp, Antonia Wachter-Zeh. FuLeeca: Lee-metric signature scheme. CBCrypto 2023. Lecture Notes in Computer Science, Springer.
  3. Marco Baldi, Sebastian Bitzer, Alessio Pavoni, Paolo Santini, Antonia Wachter-Zeh, Violetta Weger. Generic Decoding of Restricted Errors. ISIT 2023.
  4. Anna-Lena Horlemann, Violetta Weger, Nadja Willenborg. On the Density of Codes over Finite Chain Rings. ITW 2023.
  5. Sebastian Bitzer, Julian Renner, Antonia Wachter-Zeh, Violetta Weger. Generic Decoding in the Cover Metric. ITW 2023
  6. Jessica Bariffi, Karan Khathuria, Violetta Weger. Information Set Decoding for Lee-Metric Codes using Restricted Balls. CBCrypto 2022. Lecture Notes in Computer Science, Springer.
  7. Anmoal Porwal, Lukas Holzbaur, Hedongliang Liu, Julian Renner, Antonia Wachter-Zeh, Violetta Weger. Interleaved Prange: A New Generic Decoder for Interleaved Codes. PQCrypto 2022. Lecture Notes in Computer Science, vol 13512. Springer, Cham.
  8. Karan Khathuria, Joachim Rosenthal, Violetta Weger. Weight Two Masking of the Reed-Solomon Structure in Conjunction with List Decoding. Proceedings of MTNS2018, 2018.

BOOK CHAPTERS

  1. Violetta Weger, Niklas Gassner, Joachim Rosenthal. A survey on code-based cryptography. 2022 arXiv

PREPRINTS

  1. Sebastian Bitzer, Alberto Ravagnani, Violetta Weger. Weighted-Hamming Metric for Parallel Channels. 2024 (Submitted) arXiv
  2. Jessica Bariffi, Violetta Weger. Better bounds on the minimal Lee distance. 2023 (Submitted) arXiv
  3. Marco Baldi, Massimo Battaglioni, Franco Chiaraluce, Anna-Lena Horlemann-Trautmann, Edoardo Persichetti, Paolo Santini, Violetta Weger. A New Path to Code-based Signatures via Identification Schemes with Restricted Errors. 2020 (Submitted) arXiv

NIST SUBMISSIONS

  1. CROSS: Codes and Restricted Objects Signature Scheme. Submitters: Marco Baldi, Alessandro Barenghi, Sebastian Bitzer, Patrick Karl, Felice Manganiello, Alessio Pavoni, Gerardo Pelosi, Paolo Santini, Jonas Schupp, Freeman Slaughter, Antonia Wachter-Zeh, Violetta Weger. NIST PQC Call for Additional Digital Signature Schemes, 2023. Round 1 Submission.
  2. FuLeeca: A Lee-based signature scheme. Stefan Ritterhoff, Sebastian Bitzer, Patrick Karl, Georg Maringer, Thomas Schamberger, Jonas Schupp, Georg Sigl, Antonia Wachter-Zeh, Violetta Weger. NIST PQC Call for Additional Digital Signature Schemes, 2023. Round 1 Submission.

TALKS


  1. CROSS: signature scheme using restricted errors. AISEC: 3rd PQC Update, May 13, 2024, Munich, DE.
  2. Open Problems in the Lee Metric. Effective Geometry and Algebra Seminar, March 29, 2024, Rennes, FR. Slides
  3. Open Problems in the Lee Metric. University Sorbonne Paris-Nord, March 28, 2024, Paris, FR. Slides
  4. A mathematical journey into code-based cryptography. Selected Topics in Science and Techology, January 24, 2024, Munich, DE. Slides
  5. Open Problems in the Lee Metric. Sabanci University Math Seminars, November 29, 2023, virtual. Slides
  6. Open Problems in Code-Based Cryptography. Colloquium on Coding Theory and Cryptography, November 8, 2023. Ghent, BE. Slides
  7. CROSS: Signature scheme with restricted errors. Deutsche Mathematiker Vereinigung, September 25, 2023. Ilmenau, DE. Slides
  8. Introduction to code-based signatures. Finite Geometry and Friends, September 20, 2023. Brussels, BE. Slides
  9. Recent Advances in Code-based Signatures. CAST: Quantentechnologie und Quantencomputer-resistente Sicherheit, September 7, 2023. Darmstadt, DE. Slides
  10. The rise and fall of FuLeeca. 2nd Oxford Post-quantum Cryptography Workshop, September 5, 2023. Oxford, GBR. Slides Video
  11. How to sign using restricted errors. LNT Doktorandenseminar, July 24, 2023. Munich, DE. Slides
  12. The search for the right support: better bounds for the Lee metric. SIAM AG23, July 13, 2023. Eindhoven, NL. Slides (Fighting the Mic) Video
  13. How to sign using restricted errors. 29th Nordic Congress of Mathematicians with EMS, July 3, 2023. Aalborg, DK. Slides
  14. The search for the right support: better bounds for the Lee metric. Fq15, June, 23, 2023. Paris, Fr. Slides
  15. The search for the right support: better bounds for the Lee metric. COD Seminar, May 16, 2023. Munich, DE. Slides
  16. Signature Scheme from Restricted Errors. CBCrypto 2023, April 22, 2023. Lyon, FR. Slides
  17. Recent Advances in Code-based Signatures. Selected Topics in Science and Techology, March 22, 2023. Munich, DE. Slides
  18. Recent Advances and Challenges in Code-based Signatures. CrossFyre 2022, October 7, 2022, Passau, DE. Slides
  19. On the Density of Free Codes over Finite Chain Rings. Combinatorics 22, June 3, 2022, Mantova, IT. Slides
  20. Bounds and optimal codes in the Lee metric. Arbeitsgemeinschaft in Codierungstheorie und Kryptographie, May 11, 2022, St.Gallen, CH. Slides
  21. Why the cover metric is the weirdest metric ever. COD Seminar, May 3, 2022, Munich, DE. Slides
  22. Bounds and optimal codes in the Lee metric. PICS Seminar, January 27, 2022, virtual. Slides
  23. Ring-linear codes. Doctoral Seminar, December 1, 2021, Munich, DE.Slides
  24. How to sign using a secret. COD Seminar, October 26, 2021, Munich, DE.Slides
  25. Behaviour of random ring-linear codes. ACCESS, October 5, 2021, virtual. Slides
  26. On the density of free codes over finite chain rings. SIAM AG21, August 17, 2021, virtual. Slides
  27. On the hardness of the Lee syndrome decoding problem. CBCrypto 2021, June 22, 2021, virtual.Slides
  28. The Local-to-Global Principle for Densities. UCD Algebra and Number Theory Seminar, April 15, 2021, virtual. Slides
  29. Information set decoding in the Lee metric. CBCrypto 2020, May 9, 2020, virtual.SlidesVideo
  30. Classical information theory. Quantum information seminar UZH, March 13, 2020, virtual.Slides
  31. Generalization of the ball-collision algorithm. COD Seminar, July 18, 2019, Munich, DE.Slides
  32. Generalization of the ball-collision algorithm. SIAM Conference on Applied Algebraic Geometry, July 9, 2019, Bern, CH.Slides
  33. Generalization of the ball-collision algorithm. Code-Based Cryptography Workshop, May 19, 2019, Darmstadt, DE.Slides
  34. What is... the McEliece system? Zurich Graduate Colloquium, November 20, 2018, Zurich, CH. Slides
  35. On the density of rectangular unimodular matrices over the ring of algebraic integers. Arbeitsgemeinschaft in Codierungstheorie und Kryptographie, June 6, 2018, Neuchatel, CH. Slides
  36. On the density of rectangular unimodular matrices over the ring of algebraic integers. Number theory and coding theory: Contemporary applications in security, May 31, 2018, Turku, FI. Slides
  37. Weight Two Masking in the McEliece Public Key System. SIAM Conference on Applied Algebraic Geometry, August 3, 2017, Atlanta, US. Slides
  38. Weight Two Masking in the McEliece System. Fq13, June 5, 2017, Gaeta, IT. Slides
  39. A Code-Based Cryptosystem using GRS Codes. Arbeitsgemeinschaft in Codierungstheorie und Kryptographie, December 07, 2016, Zurich, CH. Slides

PROGRAMS


    Programs to compute the complexity of ISD algorithms for restricted errors. From the paper Generic Decoding of Restricted Errors

    Programs to compute the complexity of ISD algorithms in the Lee metric. From the paper On the Hardness of the Lee Syndrome Decoding Problem.

    MAGMA code for an attack on DHDP protocol over the ring E_p^m. From the paper On the algebraic structure of E_p^(m) and applications to cryptography.

CONTACT


Institute for Communications Engineering
TUM School of Computation, Information and Technology
Technical University of Munich
Munich, Germany

violetta.weger(at)tum.de