On Geometric Infinite Divisibility
arXiv:1409.4022
Abstract
The notion of geometric version of an infinitely divisible law is introduced. Concepts parallel to attraction and partial attraction are developed and studied in the setup of geometric summing of random variables.
7 pages
Cited by in corpus (5)
- Some Classes Of Distributions On The Non-Negative Lattice
- Another Look at Random Infinite Divisibility
- Aspects of Randomization in Infinitely Divisible and Max-Infinitely Divisible Laws
- Renewal Theory and Geometric Infinite Divisibility
- A Supplement To The Bose-Dasgupta-Rubin (2002) Review Of Infinitely Divisible Laws And Processes