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Original Articles

A Note on the Inverse Moment for the Non Negative Random Variables

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Pages 1750-1757 | Received 10 Sep 2011, Accepted 06 Mar 2012, Published online: 28 Mar 2014

References

  • Cribari-Neto, F., Garcia, N.L., Vasconcellos, K.L. P. (2000). A note on inverse moments of Binomial Variates. Braz. Rev. Econometrics Rio de Janeiro 20(2):269–277.
  • Garcia, N.L., Palacios, J.L. (2001). On inverse moments of nonnegative random variables. Statist. & Probab. Lett. 53(3):235–239.
  • Hu, S.H., Chen, G.J., Wang, X.J., Chen, E.B. (2007). On inverse moments of nonnegative weakly convergent random variables. Acta Mathematicae Applicatae Sinica 30(2):361–367.
  • Kaluszka, M., Okolewski, A. (2004). On Fatou-type lemma for monotone moments of weakly convergent random variables. Statist. & Probab. Lett. 66(1):45–50.
  • Rosenthal, H.P. (1970). On the subspaces of Lp(p > 2) spanned by sequences of independent random variables. Israel J. Math. 8(3):273–303.
  • Shen, A.T. (2011). A note on the inverse moments for nonnegative ρ-mixing random variables. Discrete Dyn. Nat. Soc., Article ID 185160.
  • Shi, X.P., Wu, Y.H., Liu, Y. (2010). A note on asymptotic approximations of inverse moments of nonnegative random variables. Statist. Probab. Lett. 80(15-16):1260–1264.
  • Sung, S.H. (2010). On inverse moments for a class of nonnegative random variables. J. Inequal. Applic., . Article ID 823767.
  • Wang, X.J., Hu, S.H., Yang, W.Z., Ling, N.X. (2010). Exponential inequalities and inverse moment for NOD sequence. Statist. Probab. Lett. 80(5-6):452–461.
  • Wu, T.J., Shi, X.P., Miao, B.Q. (2009). Asymptotic approximation of inverse moments of nonnegative random variables. Statist. Probab. Lett. 79(11):1366–1371.

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