School of Physics and Astrophysics

Quantum dynamics and computation research group

Core Membership

Current research students

Instead of brute-force miniaturisation of basic electronic components, quantum computation utilises entirely new design architecture and promises to solve problems that are intractable on conventional computers.  It offers the prospect of harnessing nature at a much deeper level than ever before, as well as a wealth of new possibilities for communication and data processing. 

Core activities

The quantum dynamics and computation group conducts research in the areas of quantum dynamics, quantum information processing, and quantum computation. In addition to using advanced mathematical methods and numerical techniques to model the dynamics of quantum systems and to investigate quantum algorithms, the group also has extensive HPC and computer algebra expertise to solve a wide range of science and engineering problems. 


Achievements in 2016  

PhD awarded:  (1) Dr Jeremy P. Rodriguez “Quantum walk via open systems”; (2) Dr Anuradha C. Mahasinghe “A Mathematical Study of Quantum Walk-Based Applications”

PhD thesis submitted: Thomas Loke “Quantum circuit design for quantum walks”

Masters thesis completed: Gareth Jay “Quantum Stochastic Dynamics”

Honours theses completed (all 1st class): (1) Lewis Howard "Circuit implementation of quantum algorithms", (2) Mitchell Chiew "Quantum Computation of Network Properties", (3) Kooper de Lacy "Optimal control of quantum circuits via subriemannian and super-subriemannian geodesics and cubics"

Also congratulations to Tania Loke for being awarded the Rhodes scholarship, which is one of the world's most prestigious scholarships.

Research papers in 2016 (most available online here

1)  X. Qiang, T. Loke, A. Montanaro, K. Aungskunsiri, X. Zhou, J. L. O’Brien, J. B. Wang and J.C.F. Matthews, “Efficient quantum walk on a quantum processor”, Nature Communications 7, 11511 (2016)

2)  A. Mahasinghe and J. B. Wang, “Efficient quantum circuits for Toeplitz and Hankel matrices”, Journal of Physics A 49, 275301 (2016)

3)  T. Loke and J. B. Wang, “OptQC v1.3: An (updated) optimised parallel quantum compiler”, Computer Physics Communications 207, 531 (2016)

4)  J. Izaac, J. B. Wang, P. Abbott, X. S. Ma, “PT-symmetric quantum walks” arXiv:1607.02673, submitted to Physical Review A (2016)

5) M. Swaddle, K. de Lacy, L. Noakes and J. B. Wang, "Optimal control and quantum circuits”, submitted to Journal of Physics A (2016) 

Research papers in 2017 (update: MAY) 

1.  T. Loke, J. B. Wang, "Efficient quantum circuits for continuous-time quantum walks on composite graphs”, Journal of Physics A 50, 5 (2017) 

2.  S. S. Zhou, J. B. Wang, "Efficient quantum circuits for dense circulant and circulant-like operators”, Royal Society Open Science 4, 160906 (2017)

3.  T. Loke, J. B. Wang, “Efficient quantum circuits for Szegedy quantum walks”, Annals of Physics 382, 64 (2017)  

4.  J. A. Izaac, X. Zhan, Z. Bian, K. Wang, J. Li, J. B. Wang, and P. Xue, “Centrality measure based on continuous-time quantum walks and experimental realization” Physical Review A 96, 002300 (2017) 

5.  T. Loke, J. Tang, J. Rodriguez, M. Small and J. B. Wang, “Comparing classical and quantum PageRanks”, Quantum Information Processing, 16, 25 (2017) 

6.  P. Falloon, J. Rodriguez, J. B. Wang, “QSWalk: A Mathematica package for quantum stochastic walks on arbitrary graphs”, Computer Physics Communications 217, 162 (2017)

7.   S. S. Zhou, T. Loke, J. Izaac and J. B. Wang, “Quantum Fourier Transform in Computational Basis” Quantum Information Processing, 16, 82 (2017)






Group meetings and seminars 

6 November 2015:

Prof Paul Baird from Université de Brest giving a talk on "An elementary model universe based on combinatorial structure” 



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Last updated:
Wednesday, 7 June, 2017 9:05 PM