Tuber Crop Growth Model, Performance Rate, and Some Characterization Theorems

Author:

Dasgupta Ratan

Publisher

Springer Singapore

Reference8 articles.

1. Block, H., Savits, T., & Singh, H. (1998). The reversed hazard rate function. Probability in the Engineering and Informational Sciences, 12, 69–90.

2. Crawford, G. B. (1966). Characterization of geometric and exponential distributions. The Annals of Mathematical Statistics, 37, 1790–1795.

3. Dasgupta, R. (1993). Cauchy equation on discrete domain and some characterization theorems. Theory of Probability and Its Applications, 38(3), 520–524.

4. Dasgupta, R. (2011). Discrete distributions with application to lifestyle data. In: International conference on productivity, quality, reliability, optimization and modeling proceedings (Vol. 1, pp. 502–520). New Delhi: Allied Publishers.

5. Dasgupta, R. (2013). Tuber crop growth and pareto model. In advances in growth curve models: topics from the Indian statistical institute. Springer proceedings in mathematics & statistics (Vol. 46, pp. 185–198) Chapter 10.

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