Application of Mathematics to Risk and Insurance

Author:

Das Kumer P.

Publisher

Springer International Publishing

Reference13 articles.

1. Columbia. (n.d.) Discrete time Markov-chains. http://www.columbia.edu/~ww2040/4701Sum07/4701-06-Notes-2.pdf.

2. Das, K. A Stochastic Approach to the Bonus-Malus System, Neural, Parallel and Scientific Computation, 18(3), 283-290, 2010.

3. Das, K., Sarker, S. and Diawara, N. Further review of Panjer’s recursion for evaluation of compound negative binomial distribution using R, Missouri Journal of Mathematical Sciences, 23 (2), 182-191, 2011.

4. Dodu, D.Comparative analysis of bonus malus systems in Italy and central and eastern Europe, https://www.milliman.com/en/insight/comparative-analysis-of-bonus-malus-systems-in-italy-and-central-and-eastern-europe, 2017

5. Duplan, N., Hall, C., Nguyen, J., Willis, C. and Das, K. The Mathematical Approach to Evaluating the Elasticity of a Bonus-Malus System, The Pi Mu Epsilon Journal, 13(5), 269-276, 2011.

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