STAFF PROFILE
Dr Joanne Hall
Position:
Lecturer, Mathemaical Sciences
College / Portfolio:
School of Science Cluster
School / Department:
Mathematical Sciences
Phone:
+61 3 9925 2511
Email:
joanne.hall@rmit.edu.au
Campus:
Melbourne City Campus
Contact me about:
Research supervision
- Demirkale, F.,Donovan, D.,Hall, J.,Khodkar, A.,Rao, A. (2016). Difference covering arrays and pseudo-orthogonal Latin squares In: Graphs and Combinatorics, 32, 1353 - 1374
- Gagola, S.,Hall, J. (2016). Constructing commutative semifields of square order In: Advances in Mathematics of Communications, 10, 291 - 306
- Hall, J.,Rao, A. (2015). An algorithm for constructing Hjelmslev planes In: Algebraic Design Theory and Hadamard Matrices, Springer, Switzerland
- Ford, J.,Molloy, T.,Hall, J. (2014). Compressed sensing using hidden Markov models with application to vision based aircraft tracking In: Proceedings of the 17th International Conference on Information Fusion (FUSION 2014), Salamanca, Spain, 7-10 July 2014
- Rai, T.,Hall, J. (2014). Split leverage: attacking the confidentiality of linked databases by partitioning In: ANZIAM, 55, 39 - 59
- Hall, J.,Rao, A.,Gagola, S. (2013). A family of alltop functions that are EA-inequivalent to the cubic function In: IEEE Transactions on Communications, 61, 4722 - 4727
- Hall, J.,Rao, A.,Donovan, D. (2012). Planar difference functions In: Proceedings of the 2012 IEEE International Symposium on Information Theory (ISIT), Massachusetts, United States, 1-6 July 2012
- Hall, J.,Stovicek, J. (2012). Mutually unbiased bases as submodules and subspaces In: Proceedings of the 2012 IEEE International Symposium on Information Theory Proceedings (ISIT 2012), Massachusetts, United States, 1-6 July 2012
- Hall, J.,Rao, A. (2011). Comment on ''Mutually unbiased bases, orthogonal Latin squares, and hidden-variable models'' In: Physical Review A, 83, 1 - 2
- Rao, A.,Donovan, D.,Hall, J. (2010). Mutually orthogonal Latin squares and mutually unbiased bases in dimensions of odd prime power: MOLS and MUBs in odd prime power dimensions In: Cryptography and Communications, 2, 221 - 231
Error correcting codes, Cryptography, Combinatorial designs, Quantumn key distribution