Staff
Dr Camila Caiado, BSc in Statistics, PhD in Mathematical Sciences
Research Associate in the Department of Mathematical Sciences
Telephone: +44 (0) 191 33 43046
Room number: CM233
Research Associate of Work Package 3 in Tipping Points Research Project
Contact Dr Camila Caiado (email at c.c.d.s.caiado@durham.ac.uk)
Research Groups
- Statistics and Probability Group
Research Interests
- Bayesian Statistics
- Parametric Inference
- Information Theory
- Stochastic Processes
Publications
Journal papers: academic
- Caiado, C.C.S., Hobbs, R.W. & Goldstein, M. (2011). Bayesian strategies to assess uncertainty in velocity models. Bayesian Analysis 6(4): 1-28.
Conference papers
- Caiado, C.C.S. & Rathie, P.N. (2007), Polynomial Coefficients and Distribution of the Sum of Discrete Uniform Variables, in Mathai, A. M., Pathan, M. A. Jose, K. K. & Jacob, Joy eds, Eighth Annual Conference of the Society of Special Functions and their Applications. Pala, India, Society for Special Functions & their Applications.
Edited works: conference proceedings
- Rathie, P.N., Swamee, P.K. & Caiado, C.C.S. (2008). A two parameter skew distribution function. World Aqua Congress (WAC2008), New Delhi, India.
- Rathie, P.N., Caiado, C.C.S. & Swamee, P.K. (2008). New intensity functions in hydraulic repairable systems. National Conference on Hydraulics and Water Resources (Hydro 2008), Jaipur, India.
- Rathie, P.N. & Caiado, C.C.S. (2007). Repairable Systems in Reliability Theory. International Conference on Operational Research for Development (ICORD VI), Fortaleza, Brazil.
Reports: technical
- Caiado, C.C.S. & Da-Silva, C.Q. (2006). Bayesian Inference in Non-Homogeneous Poisson Processes. Department of Statistics. Brasilia, Brazil.
- Caiado, C.S. & Rathie, P.N. (2005). Entropias e Índices Caudais. PIBIC/CNPq. Brasilia, Brazil.
- Caiado, C.C.S. & Rathie, P.N. (2005). Multinomial triangle coefficient and distribution of the sum of discrete uniform variates. Department of Statistics. Brasilia, Brazil.
- Caiado, C.S. & Rathie, P.N. (2004). Birthday Problem e Generalizações (The Birthday Problem and Generalizations). PIBIC/CNPq. Brasilia, Brazil.
