3 citations · 3 across the 2 of their papers we have counts for
3 papers
math.PR2022★ 3 cited
Quasi-infinite divisibility of a class of distributions with discrete part
David Berger, Merve Kutlu
We consider distributions on that can be written as the sum of a non-zero discrete distribution and an absolutely continuous distribution. We show that such a distribu…
math.PR2021
On a denseness result for quasi-infinitely divisible distributions
Merve Kutlu
A probability distribution on is quasi-infinitely divisible if its characteristic function has the representation with…
math.PR2021
On multivariate quasi-infinitely divisible distributions
David Berger, Merve Kutlu, Alexander Lindner
A quasi-infinitely divisible distribution on is a probability distribution on whose characteristic function can be written as the quotient of the…