Nathaniel Johnston

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David KribsProfessor & University Research Chair, Department of Mathematics & Statistics, University of GuelphVerified email at uoguelph.ca
Marco PianievolutionQ Inc.Verified email at evolutionq.com
Gerardo AdessoProfessor of Mathematical Physics, University of NottinghamVerified email at nottingham.ac.uk
Thomas R. BromleyResearcher, Xanadu AIVerified email at xanadu.ai
Carmine NapoliPost-doc at INRIMVerified email at inrim.it
Vincent RussoSee homepageVerified email at modellicity.com
Sarah PloskerDepartment of Mathematics & Computer Science, Brandon UniversityVerified email at brandonu.ca
Jianxin ChenQuantum Laboratory, DAMO AcademyVerified email at alibaba-inc.com
Vern PaulsenDepartment of Pure Mathematics, Institute for Quantum Computing, University of WaterlooVerified email at uwaterloo.ca
Chi-Kwong LiFerguson Professor of Mathematics, The College of William and MaryVerified email at wm.edu
John WatrousIBM QuantumVerified email at ibm.com
Benjamin LovitzNSF postdoc, Northeastern UniversityVerified email at northeastern.edu
Bei ZengThe Hong Kong University of Science and TechnologyVerified email at ust.hk
Hillary DawkinsPhD student, University of GuelphVerified email at alumni.uoguelph.ca
Srinivasan ArunachalamIBM Quantum, Almaden Research CenterVerified email at ibm.com
Somshubhro BandyopadhyayBose InstituteVerified email at jcbose.ac.in
Nengkun YuStony Brook UniversityVerified email at uts.edu.au
Man-Duen ChoiProfessor of Mathematics, University of TorontoVerified email at math.toronto.edu
Steve KirklandProfessor, Department of Mathematics, University of ManitobaVerified email at umanitoba.ca
Rajat MittalIIT KanpurVerified email at iitk.ac.in

Nathaniel Johnston

Mount Allison University

Verified email at mta.ca - Homepage

Quantum Information Theory Matrix Analysis


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Robustness of coherence: an operational and observable measure of quantum coherence C Napoli, TR Bromley, M Cianciaruso, M Piani, N Johnston, G Adesso Physical review letters 116 (15), 150502, 2016	498	2016
Robustness of asymmetry and coherence of quantum states M Piani, M Cianciaruso, TR Bromley, C Napoli, N Johnston, G Adesso Physical Review A 93 (4), 042107, 2016	251	2016
QETLAB: A MATLAB toolbox for quantum entanglement, version 0.9 N Johnston Qetlab. com, 2016	116*	2016
Uniqueness of quantum states compatible with given measurement results J Chen, H Dawkins, Z Ji, N Johnston, D Kribs, F Shultz, B Zeng Physical Review A 88 (1), 012109, 2013	71	2013
The minimum size of unextendible product bases in the bipartite case (and some multipartite cases) J Chen, N Johnston Communications in Mathematical Physics 333, 351-365, 2015	67	2015
Limitations on separable measurements by convex optimization S Bandyopadhyay, A Cosentino, N Johnston, V Russo, J Watrous, N Yu IEEE Transactions on Information Theory 61 (6), 3593-3604, 2015	61	2015
Separability from spectrum for qubit-qudit states N Johnston Physical Review A 88 (6), 062330, 2013	58	2013
A family of norms with applications in quantum information theory N Johnston, DW Kribs Journal of Mathematical Physics 51 (8), 082202, 2010	53	2010
Computing stabilized norms for quantum operations via the theory of completely bounded maps N Johnston, DW Kribs, VI Paulsen Quantum Information & Computation 9 (1), 16-35, 2009	50	2009
The structure of qubit unextendible product bases N Johnston Journal of Physics A: Mathematical and Theoretical 47 (42), 424034, 2014	45	2014
Characterizing operations preserving separability measures via linear preserver problems N Johnston Linear and Multilinear Algebra 59 (10), 1171-1187, 2011	40	2011
Non-positive-partial-transpose subspaces can be as large as any entangled subspace N Johnston Physical Review A 87 (6), 064302, 2013	39	2013
Quantifying the coherence of pure quantum states J Chen, S Grogan, N Johnston, CK Li, S Plosker Physical Review A 94 (4), 042313, 2016	31	2016
Is absolute separability determined by the partial transpose? S Arunachalam, N Johnston, V Russo arXiv preprint arXiv:1405.5853, 2014	29	2014
Minimal and maximal operator spaces and operator systems in entanglement theory N Johnston, DW Kribs, VI Paulsen, R Pereira Journal of Functional Analysis 260 (8), 2407-2423, 2011	29	2011
A family of norms with applications in quantum information theory II N Johnston, DW Kribs Quantum Information & Computation 11, 104-123, 2011	26	2011
The minimum size of qubit unextendible product bases N Johnston arXiv preprint arXiv:1302.1604, 2013	24	2013
Perfect quantum state transfer using Hadamard diagonalizable graphs N Johnston, S Kirkland, S Plosker, R Storey, X Zhang Linear Algebra and its Applications 531, 375-398, 2017	23	2017
The multiplicative domain in quantum error correction MD Choi, N Johnston, DW Kribs Journal of Physics A: Mathematical and Theoretical 42 (24), 245303, 2009	23	2009
Extended non-local games and monogamy-of-entanglement games N Johnston, R Mittal, V Russo, J Watrous Proceedings of the Royal Society A: Mathematical, Physical and Engineering …, 2016	20	2016

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