Ciara Morgan
Ciara Morgan
University College Dublin, School of Mathematics and Statistics
Verified email at ucd.ie
Title
Cited by
Cited by
Year
“Pretty strong” converse for the quantum capacity of degradable channels
C Morgan, A Winter
IEEE Transactions on Information Theory 60 (1), 317-333, 2013
372013
Using and reusing coherence to realize quantum processes
MG Díaz, K Fang, X Wang, M Rosati, M Skotiniotis, J Calsamiglia, ...
Quantum 2, 100, 2018
362018
Unitary 2-designs from random X- and Z-diagonal unitaries
Y Nakata, C Hirche, C Morgan, A Winter
Journal of Mathematical Physics 58 (5), 052203, 2017
152017
Polar codes in network quantum information theory
C Hirche, C Morgan, MM Wilde
IEEE Transactions on Information Theory 62 (2), 915-924, 2016
142016
Operational meaning of quantum measures of recovery
T Cooney, C Hirche, C Morgan, JP Olson, KP Seshadreesan, J Watrous, ...
Physical Review A 94 (2), 022310, 2016
132016
Decoupling with random diagonal unitaries
Y Nakata, C Hirche, C Morgan, A Winter
Quantum 1, 18, 2017
102017
An improved rate region for the classical-quantum broadcast channel
C Hirche, C Morgan
2015 IEEE International Symposium on Information Theory (ISIT), 2782-2786, 2015
102015
Classical capacity of quantum channels with memory
T Dorlas, C Morgan
Physical Review A 79 (3), 032320, 2009
102009
Invalidity of a strong capacity for a quantum channel with memory
T Dorlas, C Morgan
Physical Review A 84 (4), 042318, 2011
92011
Efficient achievability for quantum protocols using decoupling theorems
C Hirche, C Morgan
2014 IEEE International Symposium on Information Theory, 536-540, 2014
82014
Construction of close-to-convex harmonic polynomials
JM Jahangiri, C Morgan, TJ Suffridge
Complex Variables, Theory and Application: An International Journal 45 (4 …, 2001
82001
Implementing unitary 2-designs using random diagonal-unitary matrices
Y Nakata, C Hirche, C Morgan, A Winter
Leibniz International Proceedings in Informatics, LIPIcs 44 (2015) 44, 191-205, 2015
52015
Calculating a maximizer for quantum mutual information
TC Dorlas, C Morgan
International Journal of Quantum Information 6 (supp01), 745-750, 2008
52008
Decoupling with random diagonal-unitary matrices
Y Nakata, C Hirche, C Morgan, A Winter
arXiv preprint arXiv:1509.05155, 2015
42015
Approximating RR Lyrae light curves using cubic polynomials
S Reyner, SM Kanbur, C Ngeow, C Morgan
Monthly Notices of the Royal Astronomical Society 407 (3), 1801-1806, 2010
42010
Towards a strong converse for the quantum capacity (of degradable channels)
C Morgan, A Winter
2013 IEEE International Symposium on Information Theory, 171-175, 2013
12013
The strong converse theorem for the product-state capacity of quantum channels with ergodic Markovian memory
T Dorlas, C Morgan
arXiv preprint arXiv:1602.08362, 2016
2016
Decoupling with random diagonal-unitary matrices
AJ Winter, Y Nakata, C Hirche, C Morgan, A Winter
e-print arXiv [quant-ph]: 1509.05155, 2015
2015
Decoupling with random diagonal unitaries
Y Nakata123, C Hirche, C Morgan, A Winter
arXiv preprint arXiv:1509.05155, 2015
2015
Efficient achievability for quantum information theoretic protocols using decoupling theorems
C Hirche, C Morgan
Verhandlungen der Deutschen Physikalischen Gesellschaft, 2014
2014
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Articles 1–20