Papers

• The entanglement-assisted transmission capacity is a strong converse bound for identification (2026)
  Satvik Singh
  3.77
• Gaussian mean width strong converse bound on the classical identification capacity of quantum channels (2026)
  Satvik Singh
  1.89
• Handbook of Error-Correcting Codes (2026)
  Victor V. Albert and Philippe Faist
  1.89
• A passive self-correcting quantum memory in three dimensions (2026)
  Shankar Balasubramanian et al.
  1.83
• Combinatorial foundations for solvable chaotic local Euclidean quantum circuits in two dimensions (2025)
  Fredy Yip
  1.56
• Quantum-inspired Benchmark for Estimating Intrinsic Dimension (2025)
  Aritra Das et al.
  1.44
• Quantum State Fidelity for Functional Neural Network Construction (2025)
  Skylar Chan et al.
  1.33
• Moduli space of Conformal Field Theories and non-commutative Riemannian geometry (2025)
  Yan Soibelman
  1.22
• A genetic algorithm to generate maximally orthogonal frames in complex space (2025)
  Sebasti\'an Roca-Jerat et al.
  1.11
• Continuous-Variable Quantum MacWilliams Identities (2025)
  Ansgar G. Burchards
  1.00
• The face generated by a point, generalized affine constraints, and quantum theory (2020)
  Stephan Weis and Maksim Shirokov
  —
• Quantum Steering Ellipsoid Volume as a Measure on the Two-Qubit States and Associated Separability and Absolute Separability Ratios (2020)
  Paul B. Slater
  —
• A note on tight projective 2-designs (2021)
  Joseph W. Iverson et al.
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• Quantum Wasserstein isometries on the qubit state space (2022)
  Gy\"orgy P\'al Geh\'er et al.
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• Monogamy of entanglement between cones (2022)
  Guillaume Aubrun and Alexander M\"uller-Hermes and Martin Pl\'avala
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• Quantum spherical codes (2023)
  Shubham P. Jain and Joseph T. Iosue and Alexander Barg and Victor V. Albert
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• The Penrose Tiling is a Quantum Error-Correcting Code (2023)
  Zhi Li et al.
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• Maximal exponent of the Lorentz cones (2023)
  Guillaume Aubrun et al.
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• Maximal Non-Kochen-Specker Sets and a Lower Bound on the Size of Kochen-Specker Sets (2024)
  Tom Williams and Andrei Constantin
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• SIC-POVMs and orders of real quadratic fields (2024)
  Gene S. Kopp et al.
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• Isometries of the qubit state space with respect to quantum Wasserstein distances (2024)
  Rich\'ard Simon and D\'aniel Virosztek
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• Universal coarse geometry of spin systems (2024)
  Ali Elokl et al.
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