Publications

1. Pooladsaz, S. (1998). An algorithm for constructing optimal designs when observations are correlated. COMPSTATA 1998, Proceedings in Computational Statistics, 201-202.
2. Kunert, J., Martin, R. J. and Pooladsaz, S. (2002). Optimal designs under two related models for interference. Research Report No. 520/02, Probability and Statistics Department, University of Sheffield, UK.
3. Pooladsaz, S. and Martin, R. J. (2002). Optimal extended complete block designs for dependent observations. Research Report No. 529/02, Probability and Statistics Department, University of Sheffield, UK.
4. Kunert, J., Martin, R. J. and Pooladsaz, S. (2003). Optimal designs under two related models for interference. Metrika, 57 (2), 137 - 143.
5. Pooladsaz, S. and Martin, R. J. (2005). Optimal extended complete block designs for dependent observations. Metrika, 61 (2), 185 – 197.
6. Boxall, J. B. , O'Hagan, Anthony , Pooladsaz, S. , Saul, A. J. , Unwin, D. M. (2004).  Estimation of burst rates in water distribution mains. Research Report No. 546/04, Probability and Statistics Department, University of Sheffield, UK.
7. Boxall JB, O'Hagan A, Pooladsaz S, Saul AJ, Unwin DM (2005) Pipe level estimation of burst rates in water distribution mains. In 8th Computing and Control for the Water Industry (CCWI) Water Management for the 21st Century, Exeter, September.
8. Pooladsaz, S. and Martin, R. J. (2006). Optimal bordered complete block designs under interference and dependent observations. J. Statist. Plann. Infer. preprint
9. Boxall, J. B., O'Hagan, A., Pooladsaz, S., Saul, A. J. and Unwin, D. M. (2007). Estimation of burst rates in water distribution mains. Water Management 160, 73-82.
10. Doosti, m and Pooladsaz, S (2012). E-Optimal Block Design for Comparing Treatments with ‎a Control and Correlated Observations.  J. of Stat. Sci. , 5(2), 188-179.