Jonathan Barrett : Publications

Books

• [1]

  Many Worlds?: Everett‚ Quantum Theory‚ and Reality

  Simon Saunders‚ Jonathan Barrett‚ Adrian Kent and David Wallace

  Oxford University Press. June, 2010.

  Details about Many Worlds?: Everett‚ Quantum Theory‚ and Reality | BibTeX data for Many Worlds?: Everett‚ Quantum Theory‚ and Reality | DOI (10.1093/acprof:oso/9780199560561.001.0001) | Link to Many Worlds?: Everett‚ Quantum Theory‚ and Reality

Journal papers

• [1]

  Can a quantum state over time resemble a quantum state at a single time?

  D. Horsman‚ C. Heunen‚ M. F. Pusey‚ J. Barrett and R. W. Spekkens

  In Proceedings of the Royal Society A: Mathematical‚ Physical and Engineering Sciences. Vol. 473. Pages 20170395. 2017.

  Details about Can a quantum state over time resemble a quantum state at a single time? | BibTeX data for Can a quantum state over time resemble a quantum state at a single time? | DOI (10.1098/rspa.2017.0395) | Link to Can a quantum state over time resemble a quantum state at a single time?

• [2]

  Thermodynamics and the structure of quantum theory

  M. Krumm‚ H. Barnum‚ J. Barrett and M.P. Müller

  In New Journal of Physics. Vol. 19. No. 4. 2017.

  Details about Thermodynamics and the structure of quantum theory | BibTeX data for Thermodynamics and the structure of quantum theory | DOI (10.1088/1367-2630/aa68ef)

• [3]

  Quantum common causes and quantum causal models

  J.−M.A. Allen‚ J. Barrett‚ D.C. Horsman‚ C.M. Lee and R.W. Spekkens

  In Physical Review X. Vol. 7. No. 3. 2017.

  Details about Quantum common causes and quantum causal models | BibTeX data for Quantum common causes and quantum causal models | DOI (10.1103/PhysRevX.7.031021)

• [4]

  Can different quantum state vectors correspond to the same physical state? An experimental test

  Daniel Nigg‚ Thomas Monz‚ Philipp Schindler‚ Esteban A Martinez‚ Michael Chwalla‚ Markus Hennrich‚ Rainer Blatt‚ Matthew F Pusey‚ Terry Rudolph and Jonathan Barrett

  In New Journal of Physics. Vol. 18. No. 2. Pages 013007. November, 2016.

  Details about Can different quantum state vectors correspond to the same physical state? An experimental test | BibTeX data for Can different quantum state vectors correspond to the same physical state? An experimental test | DOI (10.1088/1367-2630/18/1/013007) | Link to Can different quantum state vectors correspond to the same physical state? An experimental test

• [5]

  Computation in generalised probabilisitic theories

  Ciarán M Lee and Jonathan Barrett

  In New Journal of Physics. Vol. 17. No. 8. Pages 083001. August, 2015.

  Details about Computation in generalised probabilisitic theories | BibTeX data for Computation in generalised probabilisitic theories | DOI (10.1088/1367-2630/17/8/083001) | Link to Computation in generalised probabilisitic theories

• [6]

  No Psi−Epistemic Model Can Fully Explain the Indistinguishability of Quantum States

  Jonathan Barrett‚ Eric G. Cavalcanti‚ Raymond Lal and Owen J. E. Maroney

  In Physical Review Letters. Vol. 112. No. 25. Pages 250403. June, 2014.

  Details about No Psi−Epistemic Model Can Fully Explain the Indistinguishability of Quantum States | BibTeX data for No Psi−Epistemic Model Can Fully Explain the Indistinguishability of Quantum States | DOI (10.1103/PhysRevLett.112.250403) | Link to No Psi−Epistemic Model Can Fully Explain the Indistinguishability of Quantum States

• [7]

  Full Security of Quantum Key Distribution From No−Signaling Constraints

  Lluis Masanes‚ Renato Renner‚ Matthias Christandl‚ Andreas Winter and Jonathan Barrett

  In IEEE Transactions on Information Theory. Vol. 60. No. 8. Pages 4973–4986. August, 2014.

  Details about Full Security of Quantum Key Distribution From No−Signaling Constraints | BibTeX data for Full Security of Quantum Key Distribution From No−Signaling Constraints | DOI (10.1109/TIT.2014.2329417) | Link to Full Security of Quantum Key Distribution From No−Signaling Constraints

• [8]

  Reply to "Testing the reality of the quantum state"

  Matthew F. Pusey‚ Jonathan Barrett and Terry Rudolph

  In Nature Physics. Vol. 10. No. 3. Pages 174–175. February, 2014.

  Details about Reply to "Testing the reality of the quantum state" | BibTeX data for Reply to "Testing the reality of the quantum state" | DOI (10.1038/nphys2875) | Link to Reply to "Testing the reality of the quantum state"

• [9]

  Definitions of multipartite nonlocality

  Jean−Daniel Bancal‚ Jonathan Barrett‚ Nicolas Gisin and Stefano Pironio

  In Physical Review A. Vol. 88. No. 1. Pages 014102. July, 2013.

  Details about Definitions of multipartite nonlocality | BibTeX data for Definitions of multipartite nonlocality | DOI (10.1103/PhysRevA.88.014102) | Link to Definitions of multipartite nonlocality

• [10]

  Memory Attacks on Device−Independent Quantum Cryptography

  Jonathan Barrett‚ Roger Colbeck and Adrian Kent

  In Physical Review Letters. Vol. 110. No. 1. Pages 010503. January, 2013.

  Details about Memory Attacks on Device−Independent Quantum Cryptography | BibTeX data for Memory Attacks on Device−Independent Quantum Cryptography | DOI (10.1103/PhysRevLett.110.010503) | Link to Memory Attacks on Device−Independent Quantum Cryptography

• [11]

  Unconditionally secure device−independent quantum key distribution with only two devices

  Jonathan Barrett‚ Roger Colbeck and Adrian Kent

  In Physical Review A. Vol. 86. No. 6. Pages 062326. December, 2012.

  Details about Unconditionally secure device−independent quantum key distribution with only two devices | BibTeX data for Unconditionally secure device−independent quantum key distribution with only two devices | DOI (10.1103/PhysRevA.86.062326) | Link to Unconditionally secure device−independent quantum key distribution with only two devices

• [12]

  Distinct Quantum States Can Be Compatible with a Single State of Reality

  Peter G Lewis‚ David Jennings‚ Jonathan Barrett and Terry Rudolph

  In Physical Review Letters. Vol. 109. No. 15. Pages 150404. October, 2012.

  Details about Distinct Quantum States Can Be Compatible with a Single State of Reality | BibTeX data for Distinct Quantum States Can Be Compatible with a Single State of Reality | DOI (10.1103/PhysRevLett.109.150404) | Link to Distinct Quantum States Can Be Compatible with a Single State of Reality

• [13]

  On the reality of the quantum state

  Matthew F. Pusey‚ Jonathan Barrett and Terry Rudolph

  In Nature Physics. Vol. 8. No. 6. Pages 3. May, 2012.

  Details about On the reality of the quantum state | BibTeX data for On the reality of the quantum state | DOI (10.1038/nphys2309) | Link to On the reality of the quantum state

• [14]

  Limits on nonlocal correlations from the structure of the local state space

  Peter Janotta‚ Christian Gogolin‚ Jonathan Barrett and Nicolas Brunner

  In New Journal of Physics. Vol. 13. No. 6. Pages 063024. June, 2011.

  Details about Limits on nonlocal correlations from the structure of the local state space | BibTeX data for Limits on nonlocal correlations from the structure of the local state space | DOI (10.1088/1367-2630/13/6/063024) | Link to Limits on nonlocal correlations from the structure of the local state space

• [15]

  How Much Measurement Independence Is Needed to Demonstrate Nonlocality?

  Jonathan Barrett and Nicolas Gisin

  In Physical Review Letters. Vol. 106. No. 10. Pages 100406. March, 2011.

  Details about How Much Measurement Independence Is Needed to Demonstrate Nonlocality? | BibTeX data for How Much Measurement Independence Is Needed to Demonstrate Nonlocality? | DOI (10.1103/PhysRevLett.106.100406) | Link to How Much Measurement Independence Is Needed to Demonstrate Nonlocality?

• [16]

  Strong nonlocality: a trade−off between states and measurements

  Anthony J Short and Jonathan Barrett

  In New Journal of Physics. Vol. 12. No. 3. Pages 033034. March, 2010.

  Details about Strong nonlocality: a trade−off between states and measurements | BibTeX data for Strong nonlocality: a trade−off between states and measurements | DOI (10.1088/1367-2630/12/3/033034) | Link to Strong nonlocality: a trade−off between states and measurements

• [17]

  Entropy and information causality in general probabilistic theories

  Howard Barnum‚ Jonathan Barrett‚ Lisa Orloff Clark‚ Matthew Leifer‚ Robert Spekkens‚ Nicholas Stepanik‚ Alex Wilce and Robin Wilke

  In New Journal of Physics. Vol. 12. No. 3. Pages 033024. March, 2010.

  Details about Entropy and information causality in general probabilistic theories | BibTeX data for Entropy and information causality in general probabilistic theories | DOI (10.1088/1367-2630/12/3/033024) | Link to Entropy and information causality in general probabilistic theories

• [18]

  The de Finetti theorem for test spaces

  Jonathan Barrett and Matthew Leifer

  In New Journal of Physics. Vol. 11. Pages 033024. December, 2009.

  Details about The de Finetti theorem for test spaces | BibTeX data for The de Finetti theorem for test spaces | DOI (10.1088/1367-2630/11/3/033024) | Link to The de Finetti theorem for test spaces

• [19]

  Modeling Pauli measurements on graph states with nearest−neighbor classical communication

  Jonathan Barrett‚ Carlton M. Caves‚ Bryan Eastin‚ Matthew B Elliott and Stefano Pironio

  In Physical Review A. Vol. 75. No. 1. Pages 9. January, 2007.

  Details about Modeling Pauli measurements on graph states with nearest−neighbor classical communication | BibTeX data for Modeling Pauli measurements on graph states with nearest−neighbor classical communication | DOI (10.1103/PhysRevA.75.012103) | Link to Modeling Pauli measurements on graph states with nearest−neighbor classical communication

• [20]

  Noise Robustness of the Nonlocality of Entangled Quantum States

  Mafalda Almeida‚ Stefano Pironio‚ Jonathan Barrett‚ Géza Tόth and Antonio Acín

  In Physical Review Letters. Vol. 99. No. 4. Pages 040403. July, 2007.

  Details about Noise Robustness of the Nonlocality of Entangled Quantum States | BibTeX data for Noise Robustness of the Nonlocality of Entangled Quantum States | DOI (10.1103/PhysRevLett.99.040403) | Link to Noise Robustness of the Nonlocality of Entangled Quantum States

• [21]

  Generalized No−Broadcasting Theorem

  Howard Barnum‚ Jonathan Barrett‚ Matthew Leifer and Alexander Wilce

  In Physical Review Letters. Vol. 99. No. 24. Pages 240501. December, 2007.

  Details about Generalized No−Broadcasting Theorem | BibTeX data for Generalized No−Broadcasting Theorem | DOI (10.1103/PhysRevLett.99.240501) | Link to Generalized No−Broadcasting Theorem

• [22]

  Maximally Nonlocal and Monogamous Quantum Correlations

  Jonathan Barrett‚ Adrian Kent and Stefano Pironio

  In Physical Review Letters. Vol. 97. No. 17. Pages 5. October, 2006.

  Details about Maximally Nonlocal and Monogamous Quantum Correlations | BibTeX data for Maximally Nonlocal and Monogamous Quantum Correlations | DOI (10.1103/PhysRevLett.97.170409) | Link to Maximally Nonlocal and Monogamous Quantum Correlations

• [23]

  Information processing in generalized probabilistic theories

  Jonathan Barrett

  In Physical Review A. Vol. 75. No. 3. 2005.

  Details about Information processing in generalized probabilistic theories | BibTeX data for Information processing in generalized probabilistic theories | DOI (10.1103/PhysRevA.75.032304 ) | Link to Information processing in generalized probabilistic theories

• [24]

  Provably Secure Experimental Quantum Bit−String Generation

  L. Lamoureux‚ E. Brainis‚ D. Amans‚ J. Barrett and S. Massar

  In Physical Review Letters. Vol. 94. No. 5. Pages 050503. February, 2005.

  Details about Provably Secure Experimental Quantum Bit−String Generation | BibTeX data for Provably Secure Experimental Quantum Bit−String Generation | DOI (10.1103/PhysRevLett.94.050503) | Link to Provably Secure Experimental Quantum Bit−String Generation

• [25]

  Popescu−Rohrlich Correlations as a Unit of Nonlocality

  Jonathan Barrett and Stefano Pironio

  In Physical Review Letters. Vol. 95. No. 14. Pages 1–4. September, 2005.

  Details about Popescu−Rohrlich Correlations as a Unit of Nonlocality | BibTeX data for Popescu−Rohrlich Correlations as a Unit of Nonlocality | DOI (10.1103/PhysRevLett.95.140401) | Link to Popescu−Rohrlich Correlations as a Unit of Nonlocality

• [26]

  Nonlocal correlations as an information−theoretic resource

  Jonathan Barrett‚ Noah Linden‚ Serge Massar‚ Stefano Pironio‚ Sandu Popescu and David Roberts

  In Physical Review A. Vol. 71. No. 2. Pages 1–11. February, 2005.

  Details about Nonlocal correlations as an information−theoretic resource | BibTeX data for Nonlocal correlations as an information−theoretic resource | DOI (10.1103/PhysRevA.71.022101) | Link to Nonlocal correlations as an information−theoretic resource

• [27]

  No Signaling and Quantum Key Distribution

  Jonathan Barrett‚ Lucien Hardy and Adrian Kent

  In Physical Review Letters. Vol. 95. No. 1. Pages 1–4. June, 2005.

  Details about No Signaling and Quantum Key Distribution | BibTeX data for No Signaling and Quantum Key Distribution | DOI (10.1103/PhysRevLett.95.010503) | Link to No Signaling and Quantum Key Distribution

• [28]

  Bell's jump process in discrete time

  Jonathan Barrett‚ M. S. Leifer and Roderich Tumulka

  In Europhysics Letters (EPL). Vol. 72. No. 5. Pages 685–690. December, 2005.

  Details about Bell's jump process in discrete time | BibTeX data for Bell's jump process in discrete time | DOI (10.1209/epl/i2005-10297-5) | Link to Bell's jump process in discrete time

• [29]

  Security of quantum bit−string generation

  Jonathan Barrett and Serge Massar

  In Physical Review A. Vol. 70. No. 5. Pages 1–11. November, 2004.

  Details about Security of quantum bit−string generation | BibTeX data for Security of quantum bit−string generation | DOI (10.1103/PhysRevA.70.052310) | Link to Security of quantum bit−string generation

• [30]

  Quantum coin tossing and bit−string generation in the presence of noise

  Jonathan Barrett and Serge Massar

  In Physical Review A. Vol. 69. No. 2. Pages 1–6. February, 2004.

  Details about Quantum coin tossing and bit−string generation in the presence of noise | BibTeX data for Quantum coin tossing and bit−string generation in the presence of noise | DOI (10.1103/PhysRevA.69.022322) | Link to Quantum coin tossing and bit−string generation in the presence of noise

• [31]

  Non−contextuality‚ finite precision measurement and the Kochen–Specker theorem

  Jonathan Barrett

  In Studies In History and Philosophy of Science Part B: Studies In History and Philosophy of Modern Physics. Vol. 35. No. 2. Pages 151–176. June, 2004.

  Details about Non−contextuality‚ finite precision measurement and the Kochen–Specker theorem | BibTeX data for Non−contextuality‚ finite precision measurement and the Kochen–Specker theorem | DOI (10.1016/j.shpsb.2003.10.003) | Link to Non−contextuality‚ finite precision measurement and the Kochen–Specker theorem

• [32]

  Countering quantum noise with supplementary classical information

  Jonathan Barrett

  In Physical Review A. Vol. 68. No. 1. Pages 1–5. July, 2003.

  Details about Countering quantum noise with supplementary classical information | BibTeX data for Countering quantum noise with supplementary classical information | DOI (10.1103/PhysRevA.68.012303) | Link to Countering quantum noise with supplementary classical information

• [33]

  Quantum nonlocality‚ Bell inequalities‚ and the memory loophole

  Jonathan Barrett‚ Daniel Collins‚ Lucien Hardy‚ Adrian Kent and Sandu Popescu

  In Physical Review A. Vol. 66. No. 4. Pages 1–9. October, 2002.

  Details about Quantum nonlocality‚ Bell inequalities‚ and the memory loophole | BibTeX data for Quantum nonlocality‚ Bell inequalities‚ and the memory loophole | DOI (10.1103/PhysRevA.66.042111) | Link to Quantum nonlocality‚ Bell inequalities‚ and the memory loophole

• [34]

  Nonsequential positive−operator−valued measurements on entangled mixed states do not always violate a Bell inequality

  Jonathan Barrett

  In Physical Review A. Vol. 65. No. 4. Pages 1–4. March, 2002.

  Details about Nonsequential positive−operator−valued measurements on entangled mixed states do not always violate a Bell inequality | BibTeX data for Nonsequential positive−operator−valued measurements on entangled mixed states do not always violate a Bell inequality | DOI (10.1103/PhysRevA.65.042302) | Link to Nonsequential positive−operator−valued measurements on entangled mixed states do not always violate a Bell inequality

• [35]

  Implications of teleportation for nonlocality

  Jonathan Barrett

  In Physical Review A. Vol. 64. No. 4. Pages 1–9. September, 2001.

  Details about Implications of teleportation for nonlocality | BibTeX data for Implications of teleportation for nonlocality | DOI (10.1103/PhysRevA.64.042305) | Link to Implications of teleportation for nonlocality

Conference papers

• [1]

  Entropy‚ majorization and thermodynamics in general probabilistic theories

  H. Barnum‚ J. Barrett‚ M. Krumm and M.P. Müller

  In Electronic Proceedings in Theoretical Computer Science‚ EPTCS. Vol. 195. 2015.

  Details about Entropy‚ majorization and thermodynamics in general probabilistic theories | BibTeX data for Entropy‚ majorization and thermodynamics in general probabilistic theories | DOI (10.4204/EPTCS.195.4)

• [2]

  Teleportation in General Probabilistic Theories

  Howard Barnum‚ Jonathan Barrett‚ Matthew Leifer and Alexander Wilce

  In Mathematical Foundations of Information Flow: Proceedings of the Clifford Lectures. Vol. 71. Pages 25–47. 2008.

  Details about Teleportation in General Probabilistic Theories | BibTeX data for Teleportation in General Probabilistic Theories | Link to Teleportation in General Probabilistic Theories

Miscellaneous

• [1]

  The computational landscape of general physical theories

  J. Barrett‚ N. de Beaudrap‚ M. J. Hoban and C. M. Lee

  February, 2017.

  Details about The computational landscape of general physical theories | BibTeX data for The computational landscape of general physical theories | Link to The computational landscape of general physical theories

• [2]

  Composably secure time−frequency quantum key distribution

  Nathan Walk‚ Jonathan Barrett and Joshua Nunn

  2016.

  Details about Composably secure time−frequency quantum key distribution | BibTeX data for Composably secure time−frequency quantum key distribution | Link to Composably secure time−frequency quantum key distribution

• [3]

  Cloning and Broadcasting in Generic Probabilistic Theories

  Howard N. Barnum‚ Jonathan Barrett‚ M. S. Leifer and Alexander Wilce

  November, 2006.

  Details about Cloning and Broadcasting in Generic Probabilistic Theories | BibTeX data for Cloning and Broadcasting in Generic Probabilistic Theories | Link to Cloning and Broadcasting in Generic Probabilistic Theories