- Sang-Gyun Youn, “Asymptotic analysis for $O_N^+$-Temperley–Lieb quantum channels”, Quantum Inf Process, 20, no. 9, 2021, 291
- S N Filippov, K Yu Magadov, M A Jivulescu, “Absolutely separating quantum maps and channels”, New J. Phys., 19, no. 8, 2017, 083010
- Shunlong Luo, Yuan Sun, “Quantifying the irreversibility of channels”, Theor Math Phys, 218, no. 3, 2024, 426
- K.V. Antipin, “Construction of genuinely entangled multipartite subspaces from bipartite ones by reducing the total number of separated parties”, Physics Letters A, 445, 2022, 128248
- Advanced Quantum Communications, 2012, 420
- Daniel Puzzuoli, “Characterization of linear maps onMnwhose multiplicity maps have maximal norm, with an application in quantum information”, Quantum, 2, 2018, 51
- Maolin Che, Liqun Qi, Yimin Wei, Guofeng Zhang, “Geometric measures of entanglement in multipartite pure states via complex-valued neural networks”, Neurocomputing, 313, 2018, 25
- Thomas P W Cope, Kenneth Goodenough, Stefano Pirandola, “Converse bounds for quantum and private communication over Holevo–Werner channels”, J. Phys. A: Math. Theor., 51, no. 49, 2018, 494001
- Benoît Collins, Motohisa Fukuda, Ping Zhong, “Estimates for compression norms and additivity violation in quantum information”, Int. J. Math., 26, no. 01, 2015, 1550002
- Keiji Matsumoto, 102, Quantum Computation and Information, 2006, 133