Andreas Klingler, BSc MSc
PhD Student
Room:
2S01 ITP
Phone: +43 512 507
52262
Email:
Andreas.Klingler[at]uibk.ac.at
Research group: Mathematical Quantum Physics
More Information
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Lectures 2022
Presentations at Conferences, Symposia, etc.
Conference Lecture (Invited Lecture)
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Lecturer(s): Klingler, A. Co-author(s): De las Cuevas, G.; Netzer, T.: General tensor decompositions with invariance, positivity and approximations.
Biannual Congress of the Real Sociedad Matemática Española (RSME), Cuidad Real (online), 2022-01-19. (Web link)
Poster Presentation
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Lecturer(s): Klingler, A. Co-author(s): De las Cuevas, G.; Netzer, T.: General decompositions with invariance, positivity and approximations.
Random Tensors and Related Topics, Luminy, 2022-03-17. (Web link) -
Lecturer(s): Klingler, A. Co-author(s): De las Cuevas, G.; Netzer, T.: Approximate tensor decompositions: disappearance of many separations.
25th Annual Conference on Quantum Information Processing (QIP 2022), Pasadena (hybrid), 2022-03-10. (Web link)
Publications 2021
Contributions to Books / Journals
Journal Article (Original Paper)
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De Las Cuevas, Gemma; Klingler, A.; Netzer, Tim (2021): Approximate tensor decompositions: disappearance of many separations.
In: Journal of Mathematical Physics 62/9, No. 093502. (DOI) (Web link)
Other Publications
Electronic Publication (Preprint)
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Abbasi, P.; Gribling, S.; Klingler, A.; Netzer, T. (2021): Approximate Pythagoras Numbers. (Web link)
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De las Cuevas, Gemma; Klingler, A.; Netzer, Tim (2021): Polynomial decompositions with invariance and positivity inspired by tensors. (Web link)
Lectures 2021
Presentations at Conferences, Symposia, etc.
Conference Lecture (Invited Lecture)
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Lecturer(s): De las Cuevas, Gemma Co-author(s): Hoogsteder, Riera; Klingler, Andreas; Netzer, Tim: General decompositions with invariance, positivity and approximations.
Geometry and Optimization in Quantum Information, Oberwolfach (online), 2021-10-06. (Web link) -
Lecturer(s): De las Cuevas, Gemma Co-author(s): Netzer, Tim; Klingler, Andreas: Tensor Decompositions with Invariance and Positivity: Applications to Polynomials and the Approximate Case.
SIAM Conference on Applied Algebraic Geometry (AG21), Texas, 2021-08-19. (Web link)
Conference Lecture (Upon Registration)
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Lecturer(s): Abbasi, Paria Co-author(s): Klingler, A; Netzer, Tim: Approximate completely positive semidefinite rank.
MEGA 2021 - Effective Methods in Algebraic Geometry, Tromsø, online, 2021-06-11. (Web link) -
Lecturer(s): Klingler, A. Co-author(s): De las Cuevas, Gemma; Netzer, T.: Approximate tensor decompositions: disappearance of many separations.
MEGA 2021 - Effective Methods in Algebraic Geometry, Tromsø, online, 2021-06-11. (Web link)
Poster Presentation
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Lecturer(s): Klingler, A. Co-author(s): De las Cuevas, G.; Netzer, T.: General decompositions with invariance, positivity and approximations - ONLINE.
SFB BeyondC Winter Workshop 2021, Wien, online, 2021-02-16. (Web link) -
Lecturer(s): Klingler, A. Co-author(s): De las Cuevas, Gemma; Netzer, T.: Tensor and polynomial decompositions: making invariance and positivity explicit.
Gemeinsame Jahrestagung der SPS und ÖPG 2021 (Swiss and Austrian Physical Societies), Innsbruck, 2021-08-31. (Web link)
Publications 2020
Other Publications
Electronic Publication (Preprint)
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Abbasi, Paria; Klingler, A.; Netzer, T. (2020): Approximate Completely Positive Semidefinite Rank. (Web link)
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De las Cuevas, Gemma; Klingler, A.; Lewis, M.; Netzer, T. (2020): Cats climb entails mammals move: preserving hyponymy in compositional distributional semantics. (Web link)
Lectures 2020
Presentations at Conferences, Symposia, etc.
Conference Lecture (Upon Registration)
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Lecturer(s): De las Cuevas, Gemma Co-author(s): Lewis, Martha; Netzer, Tim; Klingler, Andreas: Cats climb entails mammals move: preserving hyponymy in distributional semantics.
SEMSPACE 2020, Amsterdam, 2020-08-07. (Web link) -
Lecturer(s): Klingler, Andreas Co-author(s): Netzer, Tim; De Las Cuevas, Gemma: Approximate tensor decompositions: disappearance of all separations.
15th Conference on the Theory of Quantum Computation, Communication and Cryptography (TQC 2020), Riga, 2020-06-12. (Web link)
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