On simulating truncated stable random variables

被引:0
|
作者
Mahdi Teimouri
Saralees Nadarajah
机构
[1] Gonbad Kavous University,Department of Statistics
[2] University of Manchester,School of Mathematics
来源
Computational Statistics | 2013年 / 28卷
关键词
Simulation; Stable distribution; Truncation;
D O I
暂无
中图分类号
学科分类号
摘要
Soltani and Shirvani (Comput Stat 25:155–161, 2010) proposed a scheme for simulating truncated stable random variables. That involves solving a nonlinear transformation in each realization. Here, we propose alternative schemes to generate truncated stable random variables. Our schemes are more general (for example, incorporates one-sided and two-sided truncations) and are shown to be more efficient.
引用
收藏
页码:2367 / 2377
页数:10
相关论文
共 50 条
  • [21] Discrete stable random variables
    Christoph, G.
    Schreiber, K.
    Statistics & Probability Letters, 37 (03):
  • [22] A METHOD FOR SIMULATING STABLE RANDOM VECTORS
    MODARRES, R
    NOLAN, JP
    COMPUTATIONAL STATISTICS, 1994, 9 (01) : 11 - 19
  • [23] Discrete Stable and Casual Stable Random Variables*
    Klebanov L.B.
    Slamova L.
    Journal of Mathematical Sciences, 2016, 218 (2) : 161 - 166
  • [24] Characterizations based on measure of inaccuracy for truncated random variables
    Chanchal Kundu
    Asok K. Nanda
    Statistical Papers, 2015, 56 : 619 - 637
  • [25] Characterizations based on measure of inaccuracy for truncated random variables
    Kundu, Chanchal
    Nanda, Asok K.
    STATISTICAL PAPERS, 2015, 56 (03) : 619 - 637
  • [26] On cumulative residual (past) inaccuracy for truncated random variables
    Kundu, Chanchal
    Di Crescenzo, Antonio
    Longobardi, Maria
    METRIKA, 2016, 79 (03) : 335 - 356
  • [27] On weighted measure of inaccuracy for doubly truncated random variables
    Kundu, Chanchal
    COMMUNICATIONS IN STATISTICS-THEORY AND METHODS, 2017, 46 (07) : 3135 - 3147
  • [28] On cumulative residual (past) inaccuracy for truncated random variables
    Chanchal Kundu
    Antonio Di Crescenzo
    Maria Longobardi
    Metrika, 2016, 79 : 335 - 356
  • [29] First Order Reliability Method With Truncated Random Variables
    Du, Xiaoping
    Hu, Zhen
    JOURNAL OF MECHANICAL DESIGN, 2012, 134 (09)
  • [30] The variance of a truncated random variable and the riskiness of the underlying variables
    Sercu, P
    INSURANCE MATHEMATICS & ECONOMICS, 1997, 20 (02): : 79 - 95