Felix Huber | |
Adiunkt Jagiellonian Quantum Information Team Pokój: B-1-26 Telefon: 4507 ORCID: 0000-0002-3856-4018 |
[1] | A. Rico, F. HuberEntanglement Detection with Trace Polynomials Physical Review Letters 132,070202 (2024). |
[2] | M. Balanzó-Juandó, M. Studziński, F. HuberPositive maps from the walled Brauer algebra Journal of Physics A: Mathematical and Theoretical 57,115202 (2024). |
[3] | G. Anglès Munné, V. Kasper, F. HuberEngineering holography with stabilizer graph codes npj Quantum Information 10,48 (2024). |
[4] | M. Morán, F. HuberUncertainty Relations from State Polynomial Optimization Physical Review Letters 132,200202 (2024). |
[5] | S. Ball, A. Centelles, F. HuberQuantum error-correcting codes and their geometries Annales de l'Institut Henri Poincare (D) Combinatorics, Physics and their Interactions 10,337-405 (2023). |
[6] | M. Morán, A. Pozas-Kerstjens, F. HuberBell Inequalities with Overlapping Measurements Physical Review Letters 131,080201 (2023). |
[7] | N. Johansson, F. Huber, J. LarssonConjugate Logic The Quantum-Like Revolution: A Festschrift for Andrei Khrennikov ,157-180 (2023). |
[8] | V. Kasper, D. González-Cuadra, A. Hegde, A. Xia, A. Dauphin, F. Huber, E. Tiemann, M. Lewenstein, F. Jendrzejewski, P. HaukeUniversal quantum computation and quantum error correction with ultracold atomic mixtures Quantum Science and Technology 7,015008 (2022). |
[9] | M. Grassl, F. Huber, A. WinterEntropic proofs of Singleton bounds for quantum error-correcting codes IEEE Transactions on Information Theory , (2022). [arxiv] |
[10] | F. Huber, C. ProcesiTensor polynomial identities Israel Journal of Mathematics 247,125-147 (2022). |
[11] | F. Huber, I. Klep, V. Magron, J. VolčičDimension-Free Entanglement Detection in Multipartite Werner States Communications in Mathematical Physics , (2022). |
[12] | F. HuberPositive maps and trace polynomials from the symmetric group Journal of Mathematical Physics 62,0028856 (2021). |
[13] | F. Huber, C. ProcesiTensor polynomial identities Israel Journal of Mathematics , (2021). |
[14] | F. Huber, M. GrasslQuantum codes of maximal distance and highly entangled subspaces Quantum 4,1-15 (2020). |
[15] | N. Wyderka, F. Huber, O. GühneErratum: Constraints on correlations in multiqubit systems (Physical Review A (2018) 97 (060101R) DOI: 10.1103/PhysRevA.97.060101) Physical Review A 99,049904 (2019). |
[16] | C. Eltschka, F. Huber, O. Gühne, J. SiewertExponentially many entanglement and correlation constraints for multipartite quantum states Physical Review A 98, (2018). |
[17] | F. Huber, S. SeveriniSome Ulam's reconstruction problems for quantum states Journal of Physics A: Mathematical and Theoretical 51,435301 (2018). |
[18] | N. Wyderka, F. Huber, O. GühneConstraints on correlations in multiqubit systems Physical Review A 97,060101 (2018). |
[19] | F. Huber, C. Eltschka, J. Siewert, O. GühneBounds on absolutely maximally entangled states from shadow inequalities, and the quantum MacWilliams identity Journal of Physics A: Mathematical and Theoretical 51,175301 (2018). |
[20] | N. Wyderka, F. Huber, O. GühneAlmost all four-particle pure states are determined by their two-body marginals Physical Review A 96,010102 (2017). |
[21] | F. Huber, O. Gühne, J. SiewertAbsolutely Maximally Entangled States of Seven Qubits Do Not Exist Physical Review Letters 118,200502 (2017). |
[22] | F. Huber, O. GühneCharacterizing Ground and Thermal States of Few-Body Hamiltonians Physical Review Letters 117,010403 (2016). |