LIMITING BEHAVIORS OF WEIGHTED SUMS FOR LINEARLY NEGATIVE QUADRANT DEPENDENT RANDOM VARIABLES

Mi-Hwa Ko, Dae-Hee Ryu, Tae-Sung Kim
2007 Taiwanese journal of mathematics  
In this paper the strong convergence for weighted sums of linearly negative quadrant dependent(LNQD) arrays is discussed. The central limit theorem for weighted sums of LNQD variables and linear process based on LNQD variables is also considered. Finally the results on i.i.d. of Li et al. ([7]) in LNQD setting are obtained.
doi:10.11650/twjm/1500404705 fatcat:4qhbrj2wt5d3bdztghq52knnxe