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Items published in "2009"

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Number of items: 11.

Article

Lefebvre, M. (2009). Analysis of temperature and precipitation forecasts. Advances and applications in mathematical sciences, 1(1), 81-90. Unavailable

Lefebvre, M. (2009). On the influence of the type of exams on the performance of students. ROMAI Educational Journal, 4, 22-28. Unavailable

Lefebvre, M. (2009). Optimal control problems with random final time. International Journal of Pure and Applied Mathematics, 55(2), 153-165. External link

Lefebvre, M., & Guilbault, J.-L. (2009). First hitting place probabilities for a discrete version of the Ornstein-Uhlenbeck Process. International Journal of Mathematics and Mathematical Sciences, 2009, 1-12. Available

Lefebvre, M., & Guilbault, J.-L. (2009). On a non-homogeneous difference equation from probability theory. Tatra Mountains mathematical publications, 43(1), 81-90. External link

Lefebvre, M., & Guilbault, J.-L. (2009). On a process derived from a filtered Poisson process. Revue Roumaine de Mathématiques Pures et Appliquées, 54(2), 147-159. External link

Paper

Lefebvre, M. (2009, March). Two-dimensional diffusion processes as models in lifetime studies [Paper]. 9th Workshop on Stochastic Models and Their Applications, Aachen, Allemagne. Unavailable

Presentation

Lefebvre, M. (2009, September). Strictly increasing Markov chains as wear processes [Presentation]. In 17th Conference on Applied and Industrial Mathematics, Constanta, Roumanie. Unavailable

Lefebvre, M., & Ait Aoudia, D. (2009, December). Explicit solutions to the Kolmogorov backward equation [Presentation]. In SIAM Conference on Analysis of Partial Differential Equations, Miami, Florida. External link

Lefebvre, M., & Perotto, S. (2009, June). A semi-Markov process with an inverse Gaussian distribution as sojourn time [Presentation]. In 3rd International Symposium on Semi-Markov Models, Cagliari, Italie. Unavailable

Book

Lefebvre, M. (2009). Basic probability theory with applications. External link

List generated on: Tue Mar 18 05:07:01 2025 EDT