Corinne Sinner

most citedAn Interpolating Family of Size Distributions

3 citations · 3 across the 1 of their papers we have counts for

collaborators

3 papers

math.PR2020

From Pareto to Weibull -- a constructive review of distributions on $R^{+}$

Corinne Sinner, Yves Dominicy, Julien Trufin +3

Power laws and power laws with exponential cut-off are two distinct families of distributions on the positive real half-line. In the present paper, we propose a unified treatment o…

math.ST2016★ 3 cited

An Interpolating Family of Size Distributions

Corinne Sinner, Yves Dominicy, Christophe Ley +2

We introduce a new five-parameter family of size distributions on the semi-finite interval $[x_{0}, \infty), x_{0} ⩾ 0$ , with two attractive features. First, it interpolates be…

stat.ME2016

Moments and Entropy of the Interpolating Family of Size Distributions

Corinne Sinner, Patrick Weber

Sinner et al. (2016) recently introduced a five-parameter family of size distributions, coined Interpolating Family or IF distribution for short. In this complementary note, we tak…

From Pareto to Weibull -- a constructive review of distributions on R+

An Interpolating Family of Size Distributions

Moments and Entropy of the Interpolating Family of Size Distributions

From Pareto to Weibull -- a constructive review of distributions on $R^{+}$