City Research Online

Monograph

Chakhlevitch, K. and Glass, C. (2008). Scheduling reentrant jobs on parallel machines with a remote server (Statistical Research Paper No. 30). London, UK: Faculty of Actuarial Science & Insurance, City University London.

Cowell, R. (2001). FINEX: Forensic Identification by Network Expert Systems (Statistical Research Paper No. 22). London, UK: Faculty of Actuarial Science & Insurance, City University London.

Cowell, R. (1997). Sampling without replacement in junction trees (Statistical Research Paper No. 15). London, UK: Faculty of Actuarial Science & Insurance, City University London.

Cowell, R. (2001). When learning Bayesian networks from data, using conditional independence tests is equivalent to a scoring metric (Statistical Research Paper No. 23). London, UK: Faculty of Actuarial Science & Insurance, City University London.

Cowell, R., Lauritzen, S. L. and Mortera, J. (2004). Identification and separation of DNA mixtures using peak area information (Statistical Research Paper No. 25). London, UK: Faculty of Actuarial Science & Insurance, City University London.

Cowell, R., Lauritzen, S. L. and Mortera, J. (2006). Identification and separation of DNA mixtures using peak area information (Updated version of Statistical Research Paper No. 25) (Statistical Research Paper No. 27). London, UK: Faculty of Actuarial Science & Insurance, City University London.

Cowell, R., Lauritzen, S. L. and Mortera, J. (2009). Probabilistic expert systems for handling artifacts in complex DNA mixtures (Statistical Research Paper No. 31). London, UK: Faculty of Actuarial Science & Insurance, City University London.

Kaishev, V. K., Dimitrova, D. S., Haberman, S. and Verrall, R. J. (2004). Automatic, computer aided geometric design of free-knot, regression splines (Statistical Research Paper No. 24). London, UK: Faculty of Actuarial Science & Insurance, City University London.

Kaishev, V. K., Dimitrova, D. S., Haberman, S. and Verrall, R. J. (2006). Geometrically designed, variable knot regression splines: variation diminish optimality of knots (Statistical Research Paper No. 29). London, UK: Faculty of Actuarial Science & Insurance, City University London.

Kaishev, V. K., Dimitrova, D. S., Haberman, S. and Verrall, R. J. (2006). Geometrically designed, variable know regression splines: asymptotics and inference (Statistical Research Paper No. 28). London, UK: Faculty of Actuarial Science & Insurance, City University London.

Mostad, P. F., Egeland, T., Cowell, R., Bosnes, V. and Braaten, O. (2005). The quest for a donor: probability based methods offer help (Statistical Research Paper No. 26). London, UK: Faculty of Actuarial Science & Insurance, City University London.

Ramoni, M. and Sebastiani, P. (1997). Learning Bayesian Networks from Incomplete Databases (Statistical Research Paper No. 13). London, UK: Faculty of Actuarial Science & Insurance, City University London.

Wolstenholme, L. C. (1997). A characterisation of phase type distributions (Statistical Research Paper No. 18). London, UK: Faculty of Actuarial Science & Insurance, City University London.

Thesis

Altmann, A. (2004). A statistical approach to sports betting. (Unpublished Doctoral thesis, City University London)

Dagg, R.A. (1999). Optimal inspection and maintenance for stochastically deteriorating systems. (Unpublished Doctoral thesis, City University London)

Fujiki, M.H. (1994). Pension fund valuation. (Unpublished Doctoral thesis, City University London)

Huber, P.P. (1996). A study of the fundamentals of actuarial economic models. (Unpublished Doctoral thesis, City University London)

Lim, C.C. (2005). The relationship between the macroeconomic and demographic factors and the demand for and lapsation of life insurance in Malaysia and the United States. (Unpublished Doctoral thesis, City University London)

Ngwira, B.C. (2004). Risk management and decision making in defined benefit pension schemes. (Unpublished Doctoral thesis, City University London)

O'Connor, R.B. (1996). The applicability of statistical techniques to credit portfolios with specific reference to the use of risk theory in banking. (Unpublished Doctoral thesis, City University London)

Report

Kaishev, V. K., Dimitrova, D. S., Haberman, S. and Verrall, R. J. (2006). Geometrically Designed, Variable Knot Regression Splines: Asymptotics and Inference (Statistical Research Paper No. 28). Cass Business School, City University, London.