Mirte van der Eyden, MSc

PostDoc

Room: 2S01 ITP
Phone: +43 512 507 52233
Email: Mirte.van-der-Eyden[at]uibk.ac.at

Research group: Mathematical Quantum Physics

More Information

  • FLD Research Documentation

    Lectures 2024

    Presentations at Conferences, Symposia, etc.

    Conference Lecture (Upon Registration)
    • Lecturer(s): Van der Eyden, M.: Beyond Free Spectrahedra.
      MoPAT-24 – Moments and Polynomials: Applications and Theory, Konstanz, 2024-03-11. (Web link)



    Publications 2023

    Contributions to Books / Journals

    Journal Article (Original Paper)
    • Klingler, A.; Van der Eyden, M.; Stengele, S.; Reinhart, T.; De las Cuevas, G. (2023): Many bounded versions of undecidable problems are NP-hard.
      In: SciPost Physics 14, No. 173. (DOI) (Web link)

    Other Publications

    Electronic Publication (Preprint)
    • De les Coves, Gemma; van der Eyden, Mirte; Netzer, Tim (2023): Beyond Operator Systems. (DOI) (Web link)



    Lectures 2023

    Presentations at Conferences, Symposia, etc.

    Conference Lecture (Invited Lecture)
    • Lecturer(s): Van der Eyden, M.: Abstract cone systems.
      New Directions in Real Algebraic Geometry, Oberwolfach, 2023-03-22. (Web link)

    • Lecturer(s): Van der Eyden, M. Co-author(s): De las Cuevas, G; Netzer, T: Undecidability of tensor stable positive maps.
      Joint Mathematics Meetings 2023, Boston, 2023-01-06. (Web link)

    • Lecturer(s): Van der Eyden, M. Co-author(s): Netzer, Tim; De les Coves, Gemma: Abstract cone systems.
      SIAM Conference on Applied Algebraic Geometry (AG23), Eindhofen, 2023-07-11. (Web link)

    • Lecturer(s): Van der Eyden, M. Co-author(s): Netzer, Tim; De Les Coves, Gemma: Abstract cone systems.
      25th Conference of the International Linear Algebra Society, Madrid, 2023-06-15. (Web link)

    Poster Presentation
    • Lecturer(s): Klingler, A. Co-author(s): Eyden, M.; Stengele, S.; Reinhart, T.; De Las Cuevas, G.: Many bounded versions of undecidable problems are NP-hard.
      18th Conference on the Theory of Quantum Computation, Communication and Cryptography (TQC 2023), Aveiro, 2023-07-25 (Online). (Web link)

    • Lecturer(s): Klingler, A. Co-author(s): Van der Eyden, M.; Stengele, S.; Reinhart, T.; De Las Cuevas, G.: Many bounded versions of undecidable problems are NP-hard.
      Quantum Information Theory 2023 (ICMAT): Functional Analysis and Quantum Information, Madrid, 2023-03-21. (Web link)



    Publications 2022

    Contributions to Books / Journals

    Journal Article (Original Paper)
    • van der Eyden, Mirte; Netzer, Tim; De las Cuevas, Gemma (2022): Halos and Undecidability of Tensor Stable Positive Maps.
      In: Journal of Physics A-Mathematical and Theoretical 55/26, Nr. 264006. (DOI) (Web link)



    Lectures 2022

    Presentations at Conferences, Symposia, etc.

    Conference Lecture (Invited Lecture)
    • Lecturer(s): Van der Eyden, M.: Halos and undecidability of tensor stable positive maps.
      IWOTA 2022, Krarow, 2022-09-09. (Web link)

    Conference Lecture (Upon Registration)
    • Lecturer(s): Van der Eyden, M. Co-author(s): De Las Cuevas, Gemma; Netzer, Tim: Halos and undecidability of tensor stable positive maps.
      Quantum Physics and Logic 2022, Oxford, 2022-06-30. (Web link)

    Poster Presentation
    • Lecturer(s): Van der Eyden, M.: Halos and undecidability of tensor stable positive maps.
      IAMP – EMS Summer School in Mathematical Physics 2022, München, 2022-08-30. (Web link)

    • Lecturer(s): Van der Eyden, M.: Halos and undecidability of tensor-stable positive maps.
      Workshop on Random Tensors at CIRM, Luminy, Marseille, 2022-03-17. (Web link)



    Lectures 2021

    Presentations at Conferences, Symposia, etc.

    Poster Presentation
    • Lecturer(s): Van der Eyden, Mirte: Towards NPT bound entanglement: computational complexity and field extensions.
      SFB BeyondC Winter Workshop 2021, Wien, online, 2021-02-17. (Web link)

    • Lecturer(s): Van der Eyden, Mirte Co-author(s): De las Cuevas, Gemma; Netzer, Tim: On tensor-stable positivity: computational complexity and field extensions.
      MEGA 2021 - Effective Methods in Algebraic Geometry, Tromsø, online, 2021-06-07. (Web link)

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