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list of citations [ total number = 520 ]

Teiko Heinosaari, Mário Ziman: The Mathematical Language of Quantum theory: From Uncertainty to Entanglemen (Cambridge Univ. Press, 2012) ISBN:9780521195836
  1. A. Jamiołkowski, G. Pastuszak, Generalized Shemesh criterion, common invariant subspaces and irreducible completely positive superoperators, Linear and Multilinear Algebra, 1-12 (2014)
  2. H. Freytes, G. Sergioli, FUZZY APPROACH FOR TOFFOLI GATE IN QUANTUM COMPUTATION WITH MIXED STATES, REPORTS ON MATHEMATICAL PHYSICS 74, 159-180 (2014)
  3. P. Gawron, D. Kurzyk, Ł. Pawela, Decoherence effects in the quantum qubit flip game using Markovian approximation, Quantum Information Processing 13, 665-682 (2014)
  4. P. Mandayam, M. D. Srinivas, Disturbance trade-off principle for quantum measurements, Physical Review A 90, 062128 (2014)
  5. P. Mandayam, M.D. Srinivas, Measures of disturbance and incompatibility for quantum measurements PHYSICAL REVIEW A 89, 062112 (2014)
  6. J.P. Pellonpää, Modules and extremal completely positive maps, Positivity 18, 61-79 (2014)
  7. Matthias Kleinmann, Sequences of projective measurements in generalized probabilistic models J. Phys. A: Math. Theor. 47, 455304 (2014)
  8. R. Uola, T. Moroder, O. Gühne, Joint measurability of generalized measurements implies classicality, Physical review letters 113, 160403 (2014)
  9. J.P. Pellonpää, Complete measurements of quantum observables, Foundations of Physics 44, 71-90 (2014)
  10. M.S. Leifer, Is the Quantum State Real? An Extended Review of ψ-ontology Theorems, Quanta 3, 67-155 (2014)
  11. J.P. Pellonpää, Completely positive maps on modules, instruments, extremality problems, and applications to physics, arXiv:1202.5905 (2012).
  12. R. Furber, B. Jacobs, From kleisli categories to commutative c*-algebras: Probabilistic gelfand duality, Algebra and Coalgebra in Computer Science. Springer Berlin Heidelberg, 141-157 (2013)
  13. B. Jacobs, Measurable spaces and their effect logic, Proceedings of the 2013 28th Annual ACM/IEEE Symposium on Logic in Computer Science. IEEE Computer Society, (2013)
  14. J.P. Pellonpää, Quantum instruments: II. Measurement theory, Journal of Physics A: Mathematical and Theoretical 46, 025303 (2013)
  15. J.P. Pellonpää, Quantum instruments: I. Extreme instruments, Journal of Physics A: Mathematical and Theoretical 46, 25302-25317 (2013)
  16. A. Smirne, et al, Role of correlations in the thermalization of quantum systems, New Journal of Physics 14, 113034 (2012)
  17. Steffen Wißmann, Antti Karlsson, Elsi-Mari Laine, Jyrki Piilo, and Heinz-Peter Breuer, Optimal state pairs for non-Markovian quantum dynamics, Phys. Rev. A 86, 062108 (2012)
  18. J.P. Pellonpaa, Complete quantum measurements break entanglement PHYSICS LETTERS A 376, 3495-3498 (2012)
  19. T. Rybár, Quantum Channels with Memory, Acta Physica Slovaca 62, 275-346 (2012)
Teiko Heinosaari, Jussi Schultz, Alessandro Toigo, Mário Ziman: Maximally incompatible quantum observables, Physics Letters A 378, 1695–1699 (2014) [arXiv:1312.3499]
  1. E. Haapasalo, Robustness of incompatibility for quantum devices, JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL 48, 255303 (2015)
Sergey N. Filippov, Mário Ziman: Entanglement sensitivity to signal attenuation and amplification, Phys. Rev. A 90, 010301(R) (2014) [arXiv:1405.1754]
  1. J. Sperling, W. Vogel, G.S. Agarwal, Balanced homodyne detection with on-off detector systems: Observable nonclassicality criteria, Europhysics Letters 109, 10.1209/0295-5075/109/34001 (2015)
Michal Sedlák, Mário Ziman: Optimal single shot strategies for discrimination of quantum measurements, Phys. Rev. A 90, 052312 (2014) [arXiv:1408.0934]
  1. T.Q. Cao, F. Gao, Z.C. Zhang, Y.H. Yang, Q.Y. Wen, Perfect discrimination of projective measurements with the rank of all projectors being one, Quantum Information Processing 14, 2645-2656 (2015)
Martina Miková, Michal Sedlák, Ivan Straka, Marek Mičuda, Mário Ziman, Miroslav Ježek, Miloslav Dušek, Jaromír Fiurášek: Optimal entanglement-assisted discrimination of quantum measurements, Phys. Rev. A 90, 022317 (2014) [arXiv:1408.0940]
  1. T.Q. Cao, F. Gao, Z.C. Zhang, Y.H. Yang, Q.Y. Wen, Perfect discrimination of projective measurements with the rank of all projectors being one, Quantum Information Processing 14, 2645-2656 (2015)
Sergey N. Filippov, Mário Ziman: Bipartite entanglement-annihilating maps: necessary and sufficient conditions | pdf | Phys. Rev. A 88, 032316 (2013) [arXiv:1306.6525]
  1. M. Ali, O. Guehne, Robustness of multiparticle entanglement: specific entanglement classes and random states, JOURNAL OF PHYSICS B-ATOMIC MOLECULAR AND OPTICAL PHYSICS 47, 055503 (2014)
  2. U.Marzolino, Entanglement in dissipative dynamics of identical particles, EPL 104, 40004 (2013)
  3. M. Huber, M. Perarnau-Llobet, J.I. de Vicente, Entropy vector formalism and the structure of multidimensional entanglement in multipartite systems, PHYSICAL REVIEW A 88, 042328 (2013)
Sergey N. Filippov, Alexey A. Melnikov, Mário Ziman: Dissociation and annihilation of multipartite entanglement structure in dissipative quantum dynamics, Phys. Rev. A 88, 062328 (2013) [arXiv:1310.4790]
  1. A. Mazhar, Robustness of Genuine Tripartite Entanglement under Collective Dephasing, CHINESE PHYSICS LETTERS 32, 060302 (2015)
  2. L. Aolita, F. de Melo, and L. Davidovich, Open-system dynamics of entanglement:a key issues review, Rep. Prog. Phys. 78, 042001 (2015)
  3. M. Ali, Evolution of Genuine Multipartite Entanglement of Specific and Random States Under non-Markovian Noise, OPEN SYSTEMS & INFORMATION DYNAMICS 21, 1450008 (2014)
  4. M. Ali, A.R.P Rau, Sudden change in dynamics of genuine multipartite entanglement of cavity-reservoir qubits, PHYSICAL REVIEW A 90, 042330 (2014)
  5. M. Hofmann, T. Moroder, O. Guehne, Analytical characterization of the genuine multiparticle negativity, JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL 47, 155301 (2014)
  6. M. Ali, O. Guehne, Robustness of multiparticle entanglement: specific entanglement classes and random states, JOURNAL OF PHYSICS B-ATOMIC MOLECULAR AND OPTICAL PHYSICS 47, 055503 (2014)
  7. M. Ali, J. Huang, Distillability Sudden Birth of Entanglement for Qutrit-Qutrit Systems, Chinese Physics Letters 31, 110301 (2014)
Vladimír Bužek, Peter Rapčan, Jochen Rau, Mário Ziman: Direct estimation of decoherence rates Phys. Rev. A 86, 052109 (2012) [arXiv:1207.3053]
  1. Q. Zheng, Y. Yao, Y. Li, Optimal quantum channel estimation of two interacting qubits subject to decoherence, EUROPEAN PHYSICAL JOURNAL D 68, 170 (2014)
Tomas Rybar, Sergey N. Filippov, Mário Ziman, Vladimír Bužek: Simulation of indivisible qubit channels in collision models J. Phys. B: At. Mol. Opt. Phys. 45, 154006 (2012) [arXiv:1202.6315]
  1. J. Jin, V. Giovannetti, R. Fazio, F. Sciarrino, P. Mataloni, A. Crespi, R. Osellame, All-optical non-Markovian stroboscopic quantum simulator, PHYSICAL REVIEW A 91, 012122 (2015)
  2. F. Caruso, V. Giovannetti, C. Lupo, et al., Quantum channels and memory effects, REVIEWS OF MODERN PHYSICS 86, 1203-1259 (2014)
  3. N.K. Bernardes, A.R.R. Carvalho, C.H. Monken, et al., Environmental correlations and Markovian to non-Markovian transitions in collisional models, PHYSICAL REVIEW A 90, 032111 (2014)
  4. R. Uzdin, R. Kosloff, The multilevel four-stroke swap engine and its environment, NEW JOURNAL OF PHYSICS 16, 095003 (2014)
  5. A. Rivas, S.F. Huelga, M.B. Plenio, Quantum non-Markovianity: characterization, quantification and detection, REPORTS ON PROGRESS IN PHYSICS 77, 094001 (2014)
  6. R. Sweke, I. Sinayskiy, F. Petruccione, Simulation of single-qubit open quantum systems, PHYSICAL REVIEW A 90, 022331 (2014)
  7. B. Vacchini, General structure of quantum collisional models, INTERNATIONAL JOURNAL OF QUANTUM INFORMATION 12, 1461011 (2014)
  8. A.A. Budini, Post-Markovian quantum master equations from classical environment fluctuations, PHYSICAL REVIEW E 89, 012147 (2014)
  9. A.A. Budini, Embedding non-Markovian quantum collisional models into bipartite Markovian dynamics, PHYSICAL REVIEW A 88, 032115 (2013)
  10. A. Bodor, L. Diosi, Lajos; Z. Kallus, et al., Structural features of non-Markovian open quantum systems using quantum chains, PHYSICAL REVIEW A 87, 052113 (2013)
  11. F. Ciccarello, G.M. Palma, V. Giovannetti, Collision-model-based approach to non-Markovian quantum dynamics, PHYSICAL REVIEW A 87, 040103 (2013)
  12. F. Ciccarello, V. Giovannetti, A quantum non-Markovian collision model: incoherent swap case, PHYSICA SCRIPTA T153, 014010 (2013)
Sergey N. Filippov, Tomas Rybar, Mário Ziman: Local two-qubit entanglement-annihilating channels, Phys. Rev. A 85, 012303 (2012) [arXiv:1110.3757]
  1. A. Shaham, A. Halevy, L. Dovrat, E. Megidish, H.S. Eisenberg, Entanglement dynamics in the presence of controlled unital noise, Scientific Reports 5, 10796 (2015)
  2. F. Caruso, V. Giovannetti, C. Lupo, et al., Quantum channels and memory effects, REVIEWS OF MODERN PHYSICS 86, 1203-1259 (2014)
  3. M. Ali, Dynamics of genuine multipartite entanglement under local non-Markovian dephasing, PHYSICS LETTERS A 378, 2048-2053 (2014)
  4. M. Huber, M. Perarnau-Llobet, J.I. de Vicente, Entropy vector formalism and the structure of multidimensional entanglement in multipartite systems, PHYSICAL REVIEW A 88, 042328 (2013)
  5. Y. Guo, J. Hou, Local channels preserving the states without measurement-induced nonlocality, JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL 46, 325301 (2013)
  6. A. De Pasquale, V. Giovannetti, Quantifying the noise of a quantum channel by noise addition PHYSICAL REVIEW A 86, 052302 (2012)
Marianna Bonanome, Vladimír Bužek, Mark Hillery, and Mário Ziman: Toward protocols for quantum-ensured privacy and secure voting, Phys. Rev. A 84, 022331 (2011) [arXiv:1108.5090]
  1. Multi-party quantum private comparison protocol with n-level entangled states By: Wang, Qing-Le; Sun, Hong-Xiang; Huang, Wei QUANTUM INFORMATION PROCESSING Volume: 13 Issue: 11 Pages: 2375-2389 Published: NOV 2014
  2. Quantum anonymous ranking By: Huang, Wei; Wen, Qiao-Yan; Liu, Bin; et al. PHYSICAL REVIEW A Volume: 89 Issue: 3 Article Number: 032325 Published: MAR 14 2014
  3. Quantum Private Comparison: A Review By: Liu, Wenjie; Liu, Chao; Wang, Haibin; et al. IETE TECHNICAL REVIEW Volume: 30 Issue: 5 Pages: 439-445 Published: SEP-OCT 2013
  4. Quantum Private Comparison Protocol with the Random Rotation By: Zi, Wei; Guo, Fenzhuo; Luo, Yi; et al. INTERNATIONAL JOURNAL OF THEORETICAL PHYSICS Volume: 52 Issue: 9 Pages: 3212-3219 Published: SEP 2013
  5. X.Q. Cai, H.F. Niu, Quantum Private Communication with an Anonymous Sender INTERNATIONAL JOURNAL OF THEORETICAL PHYSICS 52, 411-419 (2013)
  6. L. Jiang, G. He, D. Nie, et al., Quantum anonymous voting for continuous variables, PHYSICAL REVIEW A 85, 042309 (2012)
  7. R.R. Zhou, L. Yang, Quantum election scheme based on anonymous quantum key distribution, CHINESE PHYSICS B 21, 080301 (2012)
  8. R.R. Zhou, L. Yang, Quantum election based on distributed scheme, QUANTUM AND NONLINEAR OPTICS II, 8554 (2012)
Lenka Moravčíková, Mário Ziman: Entanglement-annihilating and entanglement-breaking channels, J.Phys.A 43, 275306 (2010) [arXiv:1006.2502]
  1. Z.H. Guo, H.X. Cao, S.X. Qu, , Structures of Three Types of Local Quantum Channels Based on Quantum Correlations, FOUNDATIONS OF PHYSICS 45, 355-369 (2015)
  2. L. Aolita, F. de Melo, and L. Davidovich, Open-system dynamics of entanglement:a key issues review, Rep. Prog. Phys. 78, 042001 (2015)
  3. Quantum channels and memory effects By: Caruso, Filippo; Giovannetti, Vittorio; Lupo, Cosmo; et al. REVIEWS OF MODERN PHYSICS Volume: 86 Issue: 4 Pages: 1203-1259 Published: DEC 10 2014
  4. Entropy vector formalism and the structure of multidimensional entanglement in multipartite systems By: Huber, Marcus; Perarnau-Llobet, Marti; de Vicente, Julio I. PHYSICAL REVIEW A Volume: 88 Issue: 4 Article Number: 042328 Published: OCT 21 2013
  5. Z.H. Guo, H.X. Cao, Local quantum channels preserving classical correlations, Journal of Physics A 46, 065303 (2013)
Mário Ziman, Michal Sedlák, Single-shot discrimination of quantum unitary processes, J. Mod. Opt. 57, 253 - 259 (2010)
  1. D.K. Mishra, Unambiguous discrimination of two squeezed states using probabilistic quantum cloning, OPTICS COMMUNICATIONS 285, 1560-1565 (2012)
  2. A.Bisio, M.Dall'Arno, G.M.D'Ariano, Tradeoff between energy and error in the discrimination of quantum-optical devices, PHYSICAL REVIEW A 84, 012310 (2011)
T. Heinosaari, M.A. Jivulescu, D. Reitzner, M.Ziman, Approximating incompatible von Neumann measurements simultaneously, PHYSICAL REVIEW A 82, 032328 (2010)
  1. Multiple phase estimation for arbitrary pure states under white noise By: Yao, Yao; Ge, Li; Xiao, Xing; et al. PHYSICAL REVIEW A Volume: 90 Issue: 6 Article Number: 062113 Published: DEC 8 2014
  2. G.C. Hegerfeldt, R. Mayato, Discriminating between the von Neumann and Luders reduction rule, PHYSICAL REVIEW A 85, 032116 (2012)
Tomas Rybar, Mário Ziman: Quantum Finite-Depth Memory Channels: Case Study, Phys. Rev. A 80, 042306 (2009) [arXiv:0907.5521]
  1. A. Ahlbrecht, F. Richter, R.F. Werner, How long can it take for a quantum channel to forget everything? INTERNATIONAL JOURNAL OF QUANTUM INFORMATION 10, 1250057 (2012)
Mário Ziman, Teiko Heinosaari, Michal Sedlák: Unambiguous comparison of quantum measurements, Phys. Rev. A 80, 052102 (2009) [arXiv:0905.4445]
  1. Youbang Zhan, Local Discrimination of Quantum Measurement without Assistance of Classical Information, Journal of Quantum Information Science 5, 71-78 (2015)
  2. Pang Shengshi; Wu Shengjun, Comparison of mixed quantum states PHYSICAL REVIEW A 84, 012336 (2011)
  3. J,Fiurasek, M.Micuda, Optimal two-copy discrimination of quantum measurements, Phys.Rev.A (2009) [arXiv:0909.2940]
Sedlak Michal ; Ziman Mario, Unambiguous comparison of unitary channels Phys.Rev.A 79, 012303 (2009)
  1. J. Kolodynski, R. Demkowicz-Dobrzanski, Efficient tools for quantum metrology with uncorrelated noise, NEW JOURNAL OF PHYSICS 15, 073043 (2013)
  2. G. Chiribella, Giulio; A. Toigo, V. Umanita, Normal Completely Positive Maps on the Space of Quantum Operations, OPEN SYSTEMS & INFORMATION DYNAMICS 20, 1350003 (2013)
  3. D.K. Mishra, Unambiguous discrimination of two squeezed states using probabilistic quantum cloning, OPTICS COMMUNICATIONS 285, 1560-1565 (2012)
  4. Pang Shengshi; Wu Shengjun, Comparison of mixed quantum states, PHYSICAL REVIEW A 84, 012336 (2011)
Teiko Heinosaari, Mario Ziman : Guide to mathematical concepts of quantum theory, Acta Physica Slovaca 58, 487-674 (2009) [arXiv:0810.3536]
  1. Quantum non-Markovian behavior at the chaos border By: Garcia-Mata, Ignacio; Pineda, Carlos; Wisniacki, Diego A. JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL Volume: 47 Issue: 11 Article Number: 115301 Published: MAR 21 2014
  2. M.G.A. Paris, The modern tools of quantum mechanics A tutorial on quantum states, measurements, and operations, EUROPEAN PHYSICAL JOURNAL-SPECIAL TOPICS 203, 61-86 (2012)
  3. Jaroslaw Adam Miszczak,, Generating and using truly random quantum states in Mathematica, Computer Physics Communications 183, Issue 1, pp 118-124 (2012),
  4. S.N.Filippov, V.I.Man'ko, Distances between quantum states in the tomographic-probability representation, Physica Scripta T140, 014043 (2010) [arXiv:0911.1414]
  5. Petr Hájíček and Jiří Tolar, Survey of an approach to quantum measurements, classical properties and realist interpretation problems, Acta Physica Slovaca 60, No.6, 613-716 (2010)
  6. Z.Puchala, J.A. Miszczak, Bound on trace distance based on superfidelity, Phys.Rev.A 79, 024302 (2009)
Michal Sedlák, Mário Ziman, Vladimír Bužek, Mark Hillery : Unambiguous identification of coherent states II: Multiple resources, Phys.Rev.A 79, 062305 (2009) [arXiv:0901.3206]
  1. D.K. Mishra, Unambiguous discrimination of two squeezed states using probabilistic quantum cloning, OPTICS COMMUNICATIONS 285, 1560-1565 (2012)
  2. G.Sentis, E.Bagan, J.Calsamiglia, R.Munoz-Tapia, Multicopy programmable discrimination of general qubit states PHYSICAL REVIEW A 82, 042312 (2010)
  3. C.Wittmann, U.L. Andersen, G.Leuchs, Discrimination of optical coherent states using a photon number resolving detector JOURNAL OF MODERN OPTICS 57, 213-217 Sp. Iss. SI (2010)
Teiko Heinosaari, Daniel Reitzner, Peter Stano, Mário Ziman : Coexistence of quantum operations, J. Phys. A 42, 365302 (2009), [arXiv:0905.4953] ,
  1. Z.F.Bai, S.P. Du, Characterization of sum automorphisms and Jordan triple automorphisms of quantum probabilistic maps, JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL 43, 165210 (2010)
Mário Ziman, Incomplete quantum process tomography and principle of maximal entropy, Phys.Rev.A 78, 032118 (2008)
  1. S. Weis, Continuity of the Maximum-Entropy Inference, COMMUNICATIONS IN MATHEMATICAL PHYSICS 330, 1263-1292 (2014)
  2. C. Sparaciari, S. Olivares, F. Ticozzi, et al., Exact and approximate solutions for the quantum minimum-Kullback-entropy estimation problem, PHYSICAL REVIEW A 89, 042124 (2014)
  3. M. Zorzi, F. Ticozzi, A. Ferrante, Minimum Relative Entropy for Quantum Estimation: Feasibility and General Solution, IEEE TRANSACTIONS ON INFORMATION THEORY 60, 357-367 (2014)
  4. Y.I. Bogdanov, A.A. Kalinkin, S.P. Kulik, E.V. Moreva, V.A. Shershulin, Quantum polarization transformations in anisotropic dispersive media, New Journal of Physics 15, 035012 (2013)
  5. W. Roga, Z. Puchala, L. Rudnicki, K. Zyczkowski, Entropic trade-off relations for quantum operations, Phys. Rev. A 87, 032308 (2013)
  6. Y.S. Teo, B.G. Englert, J. Rehacek, Z. Hradil, Adaptive schemes for incomplete quantum process tomography PHYSICAL REVIEW A 84, 062125 (2011)
  7. J. Rau, Assessing thermalization and estimating the Hamiltonian with output data only, PHYSICAL REVIEW A 84, 052101 (2011)
  8. W.Roga, M.Fannes, K.Zyczkowski, Entropic characterisation of quantum operations, INTERNATIONAL JOURNAL OF QUANTUM INFORMATION 9, 1031-1045 (2011) [arXiv:1101.4105]
  9. X.W.Yao, B.R.Zeng, Q.Liu, et al. Subspace quantum process tomography via nuclear magnetic resonance ACTA PHYSICA SINICA 59, pp. 6837-6841 (2010)
  10. A.Bisio, G.Chiribella, G.M.D'Ariano, S.Facchini, P.Perinotti, Optimal Quantum Tomography, IEEE JOURNAL OF SELECTED TOPICS IN QUANTUM ELECTRONICS 15, 1646-1660 (2009)
  11. S.Watanabe, R.Matsumoto, T.Uyematsu, Tomography increases key rates of quantum-key-distribution protocols, Physical Review A 78, 042316 (2008)
Mário Ziman, Process POVM: A mathematical framework for the description of process tomography experiments. Phys.Rev.A 77, 062112 (2008) [arXiv:0802.3862]
  1. A. Bisio, G.M. D'Ariano, P. Perinotti, et al., Optimal processing of reversible quantum channels, PHYSICS LETTERS A 378, 1797-1808 (2014)
  2. G. Gutoski, N. Johnston, Process tomography for unitary quantum channels, JOURNAL OF MATHEMATICAL PHYSICS 55, 032201 (2014)
  3. A. Jencova, Base norms and discrimination of generalized quantum channels, JOURNAL OF MATHEMATICAL PHYSICS 55, 022201 (2014)
  4. A. Jencova, Extremal generalized quantum measurements, LINEAR ALGEBRA AND ITS APPLICATIONS 439, 4070-4079 (2013)
  5. G. Chiribella, A. Toigo, V. Umanita, Normal Completely Positive Maps on the Space of Quantum Operations, OPEN SYSTEMS & INFORMATION DYNAMICS 20, 1350003 (2013)
  6. A. Jencova, Extremality conditions for generalized channels, JOURNAL OF MATHEMATICAL PHYSICS 53, 122203 (2012)
  7. C. Lu, J.X. Chen, R.Y. Duan, Some bounds on the minimum number of queries required for quantum channel perfect discrimination, QUANTUM INFORMATION & COMPUTATION 12, 138-148 (2012)
  8. A. Jencova, Generalized channels: Channels for convex subsets of the state space, JOURNAL OF MATHEMATICAL PHYSICS 53, 3676294 (2012)
  9. A. Bisio, G. Chiribella, G.M. D'Ariano, P. Perinotti, Quantum networks: general theory and applications ACTA PHYSICA SLOVACA 61, 273-393 (2011)
  10. K.J.Zhang, P.Zhu, F.Gao, F.Z.Guo, S.J.Qin, Q.Y.Wen, General description of discriminating quantum operations, CHINESE PHYSICS B 20, 10.1088/1674-1056/20/10/100304 (2011)
  11. D'Ariano Giacomo Mauro; Perinotti Paolo; Sedlak Michal, Extremal quantum protocols, JOURNAL OF MATHEMATICAL PHYSICS 52, 082202 (2011)
  12. M.Sedlak, Quantum theory of unambiguous measurements, ACTA PHYSICA SLOVACA 59, 653-793 (2009)
  13. R.Duan, Y.Feng, M.Ying, The Perfect Distinguishability of Quantum Operations, PHYSICAL REVIEW LETTERS 103, 210501 (2009) [arXiv:0908.0119]
  14. G.Chiribella, G.M.D'Ariano, P.Perinotti Theoretical framework for quantum networks Phys.Rev.A 80, 022339 (2009)
  15. G.Chiribella, G.M.D'Ariano, P.Perinotti, Optimal covariant quantum networks, QUANTUM COMMUNICATION, MEASUREMENT AND COMPUTING (QCMC) 1110, 47-56 (2009)
  16. A. Bisio, G. Chiribella, G. M. D'Ariano, S. Facchini, P. Perinotti, Optimal quantum tomography for states, measurements, and transformations, Physical Review Letters 102, 010404 (2009) [arXiv:0806.1172]
  17. Giulio Chiribella, Giacomo Mauro D'Ariano, and Paolo Perinotti, Transforming quantum operations: quantum supermaps, Europhysics Letters 83, 30004 (2008) [arXiv:0804.0180]
Michal Sedlak, Mário Ziman, Vladimír Bužek and Mark Hillery : Unambiguous comparison of ensembles of quantum states, Phys.Rev.A 77,042304 (2008) [arXiv:0712.1616]
  1. L.Y. Cheng, H.F. Wang, S. Zhang, K.H. Yeon, Implementation of unambiguous comparison for unknown pure quantum states with cavity-assisted interaction, CHINESE PHYSICS B 22, 050306 (2013)
  2. A.J.T. Colin, Programmed discrimination of multiple sets of qbits with added classical information, EUROPEAN PHYSICAL JOURNAL D 66, Vol.7, e2012-20618-3 (2012)
  3. D.K. Mishra, Unambiguous discrimination of two squeezed states using probabilistic quantum cloning, OPTICS COMMUNICATIONS 285, 1560-1565 (2012)
  4. S.S Pang, S.J. Wu, Z.B. Chen, Nonexistence of a universal quantum machine to examine the precision of unknown quantum states, PHYSICAL REVIEW A 84, 062313 (2011)
  5. A.J.T. Colin, S.M. Barnett S. M.; J.Jeffers, Programmed discrimination of qbits with added classical information EUROPEAN PHYSICAL JOURNAL D 63, Pages: 463-472 (2011)
  6. Pang Shengshi; Wu Shengjun, Comparison of mixed quantum states, PHYSICAL REVIEW A 84, 012336 (2011)
  7. S.S.Pang, S.J.Wu, Unambiguously determining the orthogonality of multiple quantum states, PHYSICAL REVIEW A 82, 042311 (2010)
  8. G.Sentis, E.Bagan, J.Calsamiglia, R.Munoz-Tapia, Multicopy programmable discrimination of general qubit states PHYSICAL REVIEW A 82, 042312 (2010)
  9. C.S.Hamilton, H.Lavicka, E.Andersson, J. Jeffers, I. Jex, Quantum public key distribution with imperfect device components, Physical Review A 79, 023808 (2009)
Tomas Rybar, Mario Ziman : Repeatable quantum memory channels, Phys. Rev. A 78, 052114 (2008) [arXiv:0808.3851]
  1. H. Fan, Y.N. Wang, L. Jing, J.D. Yue, H.D. Shi, Y.L. Zhang, L.Z. Mu, Quantum cloning machines and the applications Physics Reports 544, 241-322; (2014)
  2. T.F. Jordan, A.Shaji, Repeatable procedures and maps in open quantum dynamics, Physics Letters A 373, Issue 46, 4219-4221 (2009) [arXiv:0903.4690]
Mário Ziman, Teiko Heinosaari : Discrimination of quantum observables using limited resources, Phys. Rev. A 77, 042321 (2008) [arXiv:0712.3675]
  1. Youbang Zhan, Local Discrimination of Quantum Measurement without Assistance of Classical Information, Journal of Quantum Information Science 5, 71-78 (2015)
  2. T.Q. Cao, F. Gao, Z.C. Zhang, Y.H. Yang, Q.Y. Wen, Perfect discrimination of projective measurements with the rank of all projectors being one, Quantum Information Processing 14, 2645-2656 (2015)
  3. M.Sedlak, Quantum theory of unambiguous measurements, ACTA PHYSICA SLOVACA 59, 653-793 (2009)
  4. X.Xu, X.J.Zhou, Phase-Dependent Effects in Stern-Gerlach Experiments CHINESE PHYSICS LETTERS 27, 010309 (2010)
  5. J,Fiurasek, M.Micuda, Optimal two-copy discrimination of quantum measurements, Phys.Rev.A (2009) [arXiv:0909.2940]
  6. Anthony Laing, Terry Rudolph, Jeremy L. O'Brien, Experimental Quantum Process Discrimination, Phys.Rev.Lett. 102, 160502 (2009) [arXiv:0801.3831]
Michal Sedlak, Mário Ziman, Ondrej Pribyla, Vladimír Bužek and Mark Hillery : Unambiguous identification of coherent states: Searching a quantum database. Phys.Rev.A 76, 022326 (2007) [arXiv:0706.1892]
  1. R.J. Donaldson, R.J. Collins, E. Eleftheriadou, S.M. Barnett, J. Jeffers, G.S. Buller, Experimental Implementation of a Quantum Optical State Comparison Amplifier, PHYSICAL REVIEW LETTERS 114, 120505 (2015)
  2. F.E. Becerra, J. Fan, A. Migdall, Implementation of generalized quantum measurements for unambiguous discrimination of multiple non-orthogonal coherent states, NATURE COMMUNICATIONS 4, 2028 (2013)
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M.Hillery, M.Ziman, V.Buzek, M.Bielikova: Towards quantum-based privacy and voting, Physics Letters A 349, pp. 75-81 (2006), [quant-ph/0505041]
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