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2016
Hautphenne, S., & Latouche G. (2016).  Lyapunov exponents for branching processes in a random environment: The effect of information. Journal of Statistical Physics. 163(2), 393-410.
Doosti, H., & Hall P. (2016).  Making a non-parametric density estimator more attractive, and more accurate, by data perturbation. Journal of the Royal Statistical Society: Series B (Statistical Methodology). 78(2), 445-462.
Kang, S. Y., Cramb S., White N., Ball S. J., & Mengersen KL. (2016).  Making the most of spatial information in health: a tutorial in Bayesian disease mapping for areal data. Geospatial Health. 11(2), 
Ranathunga, D., Roughan M., Kernick P., & Falkner N. (2016).  Malachite: Firewall policy comparison. 2016 IEEE Symposium on Computers and Communication (ISCC).
Mellin, C., M. MacNeil A., Cheal A. J., Emslie M. J., M. Caley J., & Bellwood D. (2016).  Marine protected areas increase resilience among coral reef communities. Ecology Letters. 19(6), 629 - 637.
Latouche, G.L. (2016).  Markov-modulated Brownian motion and the flip-flop fluid queue: A symbiotic relationship. The Ninth International Conference on Matrix-Analytic Methods in Stochastic Models.
Mandjes, M., Taylor P., & Taylor P. (2016).  Markov-Modulated Erlang Loss Queues. The 25th International Workshop on Matrices and Statistics (IWMS 2016).
Ranathunga, D., Roughan M., Kernick P., & Falkner N. (2016).  The Mathematical Foundations for Mapping Policies to Network Devices. International Conference on Security and Cryptography.
De Gier, J. (2016).  Matrix product and sum rule for Macdonald polynomials. 28th International Conference on Formal Power Series and Algebraic Combinatorics (FPSAC).
De Gier, J. (2016).  Matrix product for Macdonald polynomials and generalisations. Integrable Systems 2016.
Casale, G., Horvath G., & Perez J.F. (2016).   A Matrix-Analytic Approximation for Closed Queueing Networks with General FCFS Nodes. The 9th International Conference on Matrix-Analytic Methods in Stochastic Models (MAM).
Ipsen, J. (2016).  May-Wigner stability and geometric Dyson Brownian motion. Random Matrices EurAsia 2016.
Pourkhanali, A., Kim J-M., Tafakori L., & Fard F. Alavi (2016).  Measuring systemic risk using vine-copula. Economic Modelling. 53, 63 - 74.
Musk, G. C., Laurence M., Collins T., Tuke J., & Hyndman T. H. (2016).  Mechanical nociceptive threshold testing in Bos indicus bull calves. Animal Production Science. 57(3), 576–582.
Pettet, G. (2016).  Mechanically induced intramembranous bone formation in a fracture healing callus. 12th World Congress on Computational Mechanics.
O'Reilly, MM. (2016).  On mechanistic modelling of gene content evolution using Markov processes. Phylomania 2016.
Chan, Y.S., McVinish R., & Pollett P. (2016).  A metapopulation model incorporating landscape dynamics. 2nd International Conference on Current Progress in Mathematics and Sciences (ISCPMS).
McVinish, R., Pollett P., & Chan Y. S. (2016).  A metapopulation model with Markovian landscape dynamics. Theoretical Population Biology. 112, 80-96.
Delaigle, A., & Hall P. (2016).  Methodology for non-parametric deconvolution when the error distribution is unknown. Journal of the Royal Statistical Society: Series B (Statistical Methodology). 78(1), 231-252.
Delaigle, A. (2016).  Methodology for nonparametric deconvolution when the error distribution. New Developments in Functional and Highly Multivariate Statistical Methodology Oberwolfach workshop.
Koolen, W.M., Malek A., Takimoto E., Warmuth M.K., & Bartlett P.L. (2016).  Minimax fixed-design linear regression. Conference on Learning Theory (COLT2015).
Gunawan, D., Khaled M., & Kohn R. (2016).  Mixed Marginal Copula Modeling.
Petering, M. E. H., Heydar M., & Bergmann D. R. (2016).  Mixed-Integer Programming for Railway Capacity Analysis and Cyclic, Combined Train Timetabling and Platforming. Transportation Science. 50(3), 892 - 909.
Agnew, G., Grier A., Taimre T., Lim Y. L., Bertling K., Ikonić Z., et al. (2016).  Model for a pulsed terahertz quantum cascade laser under optical feedback. Optics Express. 24(18), 
Taylor, P., & Tafakori L. (2016).  A model for cell proliferation in a developing organism. ANZIAM (Australia and New Zealand Industrial and Applied Mathematics).
Taylor, P., & Tafakori L. (2016).  A model for cell proliferation in a developing organism. World Congress in Probability and Statistics.
Niu, Y., Burrage K., & Chen L. (2016).  Modelling biochemical reaction systems by stochastic differential equations with reflection. Journal of Theoretical Biology. 396, 90-104.
Erhardt, R., & Sisson S. (2016).  Modelling extremes using approximate Bayesian computation. (Dey, D., & Yan J., Ed.).Extreme Value Modelling and Risk Analysis. 281-306.
Siekmann, I., Fackrell M., Crampin E. J., & Taylor P. (2016).  Modelling modal gating of ion channels with hierarchical Markov models. Proceedings of the Royal Society A: Mathematical, Physical and Engineering Science. 472(2192), 1-27.
Yates, K. L., Mellin C., M. Caley J., Radford B. T., Meeuwig J. J., & Hiddink J. Geert (2016).  Models of Marine Fish Biodiversity: Assessing Predictors from Three Habitat Classification Schemes. PLOS ONE. 11(6), e0155634.
Peterson, E. (2016).  Monitoring through many eyes. International Statistical Ecology Conference.
Vercelloni, J., Mengersen KL., Peterson E., Bednarz T., & Brown R. (2016).  Monitoring Through Many Eyes:Spatially enabling people to protect the Great Barrier Reef.
Xie, H., Zhou P., Guo T., Sivakumar B., Zhang X., & Dokos S. (2016).  Multiscale two-directional two-dimensional principal component analysis and its application to high-dimensional biomedical signal classification. IEEE Transactions on Biomedical Engineering. 63(7), 1416-1425.
De Gier, J. (2016).  Multi-species ASEP and Macdonald/Koornwinder polynomials. Driven Stochastic Transport in Low-Dimensional Systems.
De Gier, J. (2016).  Multi-species exclusion process and Macdonald polynomials. Infinite Analysis 16, New Developments in Integrable Systems.
Claeskens, G., Dette H., Gijbels I., & Hall P. (2016).  New developments in functional and highly multivariate statistical methodology. Oberwolfach Reports. 13(1), 567-614.
Garbali, A., De Gier J., & Wheeler M. (2016).  A new generalisation of Macdonald polynomials, arXiv preprint.
Delaigle, A. (2016).  New methods for analyzing analysing partially observed functional data. World Congress in Probability and Statistics.
Sisson, S. (2016).  New models for symbolic data. Australian Statistical Conference.
Shah, R., & Vaisman R. (2016).  New Sampling Plans for Estimating Residual Connectedness Reliability. Annual International Conference on Operations Research and Statistics ( ORS 2016 ).
Delaigle, A., & Zhou W-X. (2016).  Nonparametric and Parametric Estimators of Prevalence From Group Testing Data With Aggregated Covariates. Journal of the American Statistical Association. 110(512), 1785-1796.
Delaigle, A. (2016).  Nonparametric covariate-adjusted regression. Third Conference of the International Society for Nonparametric Statistics.
Delaigle, A. (2016).  Nonparametric Covariate-Adjusted Regression. Joint Statistical Meetings.
Delaigle, A., Hall P., & Zhou W-X. (2016).  Nonparametric covariate-adjusted regression. The Annals of Statistics. 44(5), 2190-2220.
Chen, F., & Hall P. (2016).  Nonparametric estimation for self-exciting point processes—A parsimonious approach. Journal of Computational and Graphical Statistics. 25(1), 209-224.
Bean, N. G., Nguyen G., O'Reilly MM., & Sunkara V. (2016).  A numerical framework for computing the limiting distribution of a stochastic fluid-fluid process. The Ninth International Conference on Matrix-Analytic Methods in Stochastic Models.
Nguyen, G. (2016).  A numerical framework for computing the limiting distribution of a stochastic fluid-fluid process. The Ninth International Conference on Matrix-Analytic Methods in Stochastic Models.
Zhang, H., Liu F., Turner I., Chen S., & Yang Q. (2016).  Numerical simulation of a Finite Moment Log Stable model for a European call option. Numerical Algorithms.
Zhang, H., Liu F., Turner I., & Yang Q. (2016).  Numerical solution of the time fractional Black–Scholes model governing European options. Computers & Mathematics with Applications. 71(9), 1772-1783.
Cooke, J.., DeGabriel J.. L., Hartley S.. E., Schwarzkopf L., M. Caley J., Kearney M. R., et al. (2016).  One lump or two? Explaining a major latitudinal transition in reproductive allocation in a viviparous lizard. Functional Ecology. 30(8), 1373 - 1383.

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