New Circular Distribution with an Application to Biology
Abstract
Keywords
Circular data, Weighted exponential distribution, Characteristic function, Moments, Wrapped distributions
Supporting Institution
Project Number
References
- [1] Levy, P.L., Addition des variables al’ eateries d’efinies sur une circonf’erence. Bull. Soc. Math. 67(1939)1-41.
- [2] Jammalamadaka S. R., Sengupta, A., Topics in Circular Statistics, New York, World Scientific, (2001).
- [3] Jammalamadaka S. R., Kozubowski, T. J., A wrapped exponential circular model, Proc. AP Acad. Sci., 5(2001a)43–56.
- [4] Jammalamadaka S. R., Kozubowski, T.J., New families of wrapped distributions for modeling skew circular data, Communications in Statistics-Theory and Methods,33 (9) (2004)2059-2074.
- [5] S. Rao J., Tomasz J. K., A new family of circular models: The wrapped Laplace distributions, Advances and Applications in Statistics, (2003)1-18.
- [6] Rao, A.V.D., Sarma I.R., Girija, S.V.S., On wrapped versions of some life testing models, Communications in Statistics-Theory and Methods, 36(11) (2007)2027-2035.
- [7] Roy, S., Adnam, M, A, S., Wrapped weighted exponential distributions, Statistics and Probability Letters, 82(2012a) 77-83.
- [8] Shongkour R., Arif Shams A., Wrapped Generalized Gompertz distribution: an Application to Ornithology, Journal of Biometrics and Biostatistics,3(6)(2012)1-4.
- [9] Sagi Venkata Sesha G., A.V.Dattatreya R., and Phani Y., On Stereographic lognormal Distribution, International Journal of Advances in Applied Sciences (IJAAS), 2(3) (2013)125-132.
- [10] Sagi Venkata Sesha G., A.V. Dattatreya R., Phani Y., New Circular model induced by Inverse Stereographic projection on Double Exponential Model - Application to Birds Migration Data, Journal of Applied Mathematics, Statistics and Informatics(JAMSI),10(1) (2014)5-17.