David Green

THE UNIVERSITY OF ADELAIDE
SA 5005
AUSTRALIA
Email:

Telephone:
+61 8 8313 3207
Facsimile:
+61 8 8313 3696

• Aiden J. Fisher, David A. Green, Andrew V. Metcalfe and Kunle Akande, First-passage time criteria for the operation of reservoirs. Journal of Hydrology Vol 519 (Part B), (2014), pages 1836-1847.
  (Online First 2014) DOI: 10.1016/j.jhydrol.2014.09.061

• Abu Bakar MA, Green DA, Metcalfe AV, Ariff NM, Unscented Kalman filtering for wave energy converters system identification. Proceedings of the 3rd International Conference on Mathematical Sciences. American Institute of Physics, Volume 1602, (2014), pages 304-310.

• M. A. A. Bakar, D. A. Green, A. V. Metcalfe and G. Najafian, Comparison of heaving buoy and oscillating flap wave energy converters. PROCEEDINGS OF THE 20TH NATIONAL SYMPOSIUM ON MATHEMATICAL SCIENCES: Research in Mathematical Sciences: A Catalyst for Creativity and Innovation. AIP Conference Proceedings, Volume 1522L, (2013), pages 86-101.

• M. A. A. Bakar, D. A. Green and A. V. Metcalfe, Comparison of Spectral and Wavelet Estimators of Transfer Function for Linear Systems. East Asian Journal on Applied Mathematics 2 (3),(2012), pages 214-237.

• Aiden Fisher, David Green and Andrew Metcalfe, Modelling of hydrological persistence for hidden state Markov decision processes. ANNALS OF OPERATIONS RESEARCH, Volume 199, Issue 1, pp 215-224
  (Online First 2011) DOI: 10.1007/s10479-011-0992-2

• Fisher, A.J., Green, D.A. and Metcalfe, A.V., Managing River Flows in Arid Regions with Matrix Analytic Methods. Journal of Hydrology Vol 382, (2010), pages 128-137.

• Gaffney, J. Green, D.A. and Pearce, C.E.M., Binary versus real coding for genetic algorithms: A false dichotomy? ANZIAM J: Vol 51, 2010, pages C347-C359.

• Webby, R.B., Green, D.A. and Metcalfe, A.V., Modelling Water Blending - Sensitivity of Optimal Policies. Environmental Modeling & Assessment: Vol 14, Issue 6 (2009), pages 749-757.

• Fisher, A.J., Green, D.A. and Metcalfe, A.V. (2008) Optimal Control of Multi-reservoir Systems with Time-dependent Markov Decision Processes. Proceedings of the 31st Hydrology and Water Resources Symposium, Adelaide, Australia. Editors: M. Leonard, MF Lambert, TM Daniell & V Manjeesh.

• Tang, T.W., Green, D.A., Rumsewicz, M and Bean, N.G. (2007) An architecture for IEEE 802.16 MAC scheduler design. Proceedings of the 2007 15th IEEE International Conference on Networks. Adelaide, Australia, pages 89-94.

• Karim, S., Green, D.A., Rumsewicz, M. and Bean, N.G., (2007) Flexible throughput management in IEEE 802.11e wireless LANs. Proceedings of the 2007 15th IEEE International Conference on Networks. Adelaide, Australia, pages 295-300.

• Green, D.A. and Metcalfe, A.V. (2005) Guaranteeing supply between production lines. Stochastic Models, Vol 21(2-3), pages 449-464.

• Green, D.A. and Metcalfe, A.V. (2004) Second moments of a matrix analytic model of machine maintenance. Proceedings of IMA Conference Modelling in Industrial Maintenance and Reliability V: Impacting on Practice, pages 109-114, University of Salford, 5-7 April 2004.

• Green, D.A. (2002) MAP/PH/1 queues with level-dependent feedback and their departure processes. Matrix-Analytic Methods: Theory and Applications. Guy Latouche and Peter Taylor (Editors), World Scientific publishers, pages 115--132.

  Abstract in html.

• Green, D.A., Metcalfe, A.V. and Swailes, D.C. (2002) A MATRIX ANALYTIC MODEL FOR MACHINE MAINTENANCE. Matrix-Analytic Methods: Theory and Applications. Guy Latouche and Peter Taylor (Editors), World Scientific publishers, pages 133--146.

  Abstract in html.

• Asenstorfer, J., Green, D.A. and Jayasuriya, A. (2001) Modelling Overflow Traffic from Terrestrial Networks into Satellite Networks, 8th International Conference on Telecommunications (ICT 2001), Bucharest, Romania, Vol. 2, pp. 163-168, 4-7 June 2001.

  Abstract in html.

• Asenstorfer, J., Green, D.A. and Jayasuriya, A. (2001) Modelling Service Time Distribution in Cellular Networks Using Phase-Type Service Distributions IEEE International Conference on Communications (ICC 2001), Helsinki, Finland, Vol. 2, pp. 440-444, CD-ROM cr1149, 11-14 June 2001.

  Abstract in html.

• Green, D.A. (2000) Lag correlations of approximating departure processes for MAP/PH/1 queues. Advances in Algorithmic Methods for Stochastic Models. Guy Latouche and Peter Taylor (Editors), Notable Publications Inc, New Jersey, pages 135--151.

  Abstract in html.

• Bean, N.G. and Green, D.A. (2000) When is a MAP Poisson? Mathematical and Computer Modelling (Special Issue) 31:10-12, May-June 2000, pages 31-46.

  Abstract in html.

• Bean, N.G., Green, D.A. and Taylor, P.G. (1998) The output process of an MMPP/M/1 queue. Journal of Applied Probability, 35(4), 1998, pages 998-1002.

  Abstract in html.

• Bean, N.G., Green, D.A. and Taylor, P.G. (1998) Approximations to the Output Process of MAP/PH/1 Queues. Advances in Matrix Analytic Methods for Stochastic Models, A. Alfa and S. Chakravarthy (Editors), Notable Publications Inc, New Jersey, pages 151-170.

  Abstract in html.

• Green, D.A. (1998) Departure Processes from MAP/PH/1 queues. PhD Thesis in pdf format. Thesis submitted for the degree of Doctor of Philosophy in Applied Mathematics at the University of Adelaide.

  Abstract in html.

• Gaffney, J. Green, D.A. and Pearce, C.E.M., Exploring economic models using evolutionary algorithms: Lessons from experimental economics and Markov theory. 15^th International Conference on Computing in Economics and Finance, UTS Sydney, 15^th - 17^th July 2009.

• Gaffney, J. Green, D.A. and Pearce, C.E.M., Economic models and genetic algorithm learning: Workshop Series, School of Economics, University of Adelaide, September 7, 2009.

• Gaffney, J. Green, D.A. and Pearce, C.E.M., Binary versus real coding for genetic algorithms: A false dichotomy? Engineering Mathematics and Applications Conference 6^th - 9^th December 2009, University of Adelaide.

• MASCOS Tutorial Workshop on Matrix-Analytic Methods in Stochastic Modelling
  The University of Melbourne, Australia July 23, 2004.
  

  A Markovian point process can be thought of as generalising the Poisson process. Such point processes can have non-exponentially distributed and even correlated inter-event times and yet maintain much of the tractability of the Poisson process. This talk will introduce Markovian point processes and discuss their properties.
  

  The tutorial paper presented in pdf format.
  Markovian Point Processes .

• The 1st Seoul International Workshop on Queueing Theory
  Seoul National University, Seoul, KOREA July 16 - 18, 2001.
  

  The tutorial paper presented in ps.gz format.
  Level-independent and Level-dependent QBD's and their processes of departure.

  The slide presentation in ps.gz format.
  Slides.

• Credit Based Transfer methods for packet traffic
  Information and Communications University, Taejon, KOREA, July 20, 2001.
  

• An collection of Interactive Matlab scripts for a Machine Maintenance Problem
  These scripts are gzipped and tarred.
  

  Production Line Scripts