2 citations · 2 across the 6 of their papers we have counts for
6 papers
An example of a non-log-concave distribution where the difference has a log-concave density
Min Wang
By the Prékopa-Leindler inequality, the difference has a log-concave density provided that has a log-concave density and are independent and identically distribu…
Infinite divisibility of -Cauchy distributions
Min Wang
In 2009, Yano, Yano and Yor proposed the question of studying the infinite divisibility of the -Cauchy variable for . The particular case i…
Moments of Gamma type and three-parametric Mittag-Leffler function
Min Wang
We study a class of positive random variables having moments of Gamma type, whose density can be expressed by the three-parametric Mittag-Leffler functions. We give some necessary…
On some new moments of Gamma type
Tetyana Kadankova, Thomas Simon, Min Wang
We investigate certain positive random variables having moments of Gamma type. Some necessary and some sufficient conditions are given for their existence. In particular, we observ…
Some properties of the free stable distributions
Takahiro Hasebe, Thomas Simon, Min Wang
We investigate certain analytical properties of the free stable densities on the line. We prove that they are all classically infinitely divisible when , and that they…
Density solutions to a class of integro-differential equations
Wissem Jedidi, Thomas Simon, Min Wang
We consider the integro-differential equation on the half-line. We show that there exists a density solution, which is then unique and can be expressed in…