‪Paulo Eduardo M. F. de Mendonça‬

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Yeong-Cherng LiangProfessor, National Cheng Kung University, TaiwanVerified email at phys.ncku.edu.tw
Alexei GilchristA/Prof. Macquarie UniversityVerified email at mq.edu.au
Andrew DohertySchool of Physics University of SydneyVerified email at sydney.edu.au
Reginaldo NapolitanoProfessor of physics, universidade de são pauloVerified email at ifsc.usp.br
Run Yan TehSwinburne University of TechnologyVerified email at swin.edu.au
Peter D. DrummondProfessor of Theoretical Physics, Swinburne University of TechnologyVerified email at swin.edu.au
Stephen D BartlettThe University of SydneyVerified email at sydney.edu.au
Agata BranczykFounder, Aggie Branczyk EnterprisesVerified email at aggiebranczyk.enterprises
Samuel R. HedemannStevens Institute of TechnologyVerified email at stevens.edu
S. M. Hashemi RafsanjaniVerified email at miami.edu
Gerard MilburnThe University of QueenslandVerified email at physics.uq.edu.au
Marcelo Aparecido MarchiolliNo affiliation

Paulo Eduardo M. F. de Mendonça

Trinity College, The University of Melbourne

Verified email at trinity.unimelb.edu.au

Quantum Information Theory Quantum Computing Quantum Control


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Quantum fidelity measures for mixed states YC Liang, YH Yeh, PEMF Mendonça, RY Teh, MD Reid, PD Drummond Reports on Progress in Physics 82 (7), 076001, 2019	200	2019
Quantum control of a single qubit AM Brańczyk, PEMF Mendonça, A Gilchrist, AC Doherty, SD Bartlett Physical Review A—Atomic, Molecular, and Optical Physics 75 (1), 012329, 2007	104	2007
Alternative fidelity measure between quantum states PEMF Mendonça, RJ Napolitano, MA Marchiolli, CJ Foster, YC Liang Physical Review A—Atomic, Molecular, and Optical Physics 78 (5), 052330, 2008	88	2008
Entanglement universality of two-qubit X-states PEMF Mendonça, MA Marchiolli, D Galetti Annals of Physics 351, 79-103, 2014	73	2014
Maximally entangled mixed states for qubit-qutrit systems PEMF Mendonça, MA Marchiolli, SR Hedemann Physical Review A 95 (2), 022324, 2017	26	2017
Theoretical formulation of finite-dimensional discrete phase spaces: II. On the uncertainty principle for Schwinger unitary operators MA Marchiolli, PEMF Mendonca Annals of Physics 336, 76-97, 2013	17	2013
Maximally genuine multipartite entangled mixed X-states of N-qubits PEMF Mendonça, SMH Rafsanjani, D Galetti, MA Marchiolli Journal of Physics A: Mathematical and Theoretical 48 (21), 215304, 2015	10	2015
Optimal tracking for pairs of qubit states PEMF Mendonça, A Gilchrist, AC Doherty Physical Review A—Atomic, Molecular, and Optical Physics 78 (1), 012319, 2008	10	2008
Reginaldo d. J. Napolitano, Marcelo A. Marchiolli, Christopher J. Foster, and Yeong-Cherng Liang. Alternative fidelity measure between quantum states PEMF Mendonça Physical Review A 78 (5), 052330, 2008	9	2008
Universality of sudden death of entanglement FF Fanchini, PEMF Mendonça, RJ Napolitano arXiv preprint arXiv:0810.5739, 2008	6	2008
Heuristic for estimation of multiqubit genuine multipartite entanglement PEMF Mendonça, MA Marchiolli, GJ Milburn International Journal of Quantum Information 13 (03), 1550023, 2015	3	2015
Estudo de portas lógicas quânticas de dois qubits definidas em um subespaço livre de decoerência para um sistema de quatro qubits acoplado ao resto do universo por um agente … PEMF Mendonça Universidade de Sao Paulo, 2004	2	2004
Optimal Control of Finite Dimensional Quantum Systems PEMF Mendonca arXiv preprint arXiv:0908.2964, 2009		2009
O Algoritmo de Deutsch PEMF de Mendonca		2004
O Laser na biologia PEMF de Mendonça Revista Brasileira de Ensino de Fısica 20 (1), 1998		1998

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