activity
20062021
most citedRandom symmetric matrices on Clifford algebras

2 citations · 7 across the 9 of their papers we have counts for

collaborators

9 papers

math.ST2021

Coherence of high-dimensional random matrices in a Gaussian case : application of the Chen-Stein method

M Boucher, D Chauveau, M Zani

This paper studies the -coherence of a (n x p)-observation matrix in a Gaussian framework. The -coherence is defined as the largest magnitude outside a diagonal bandwith of s…

math.ST2019

Sharp Large Deviations for empirical correlation coefficients

Thi Truong, Marguerite Zani

We study Sharp Large Deviations for Pearson's empirical correlation coefficients in the Spherical and Gaussian cases

math.PR2018

Approximation complexity of homogeneous sums of random processes

A. A. Khartov, M. Zani

We study approximation properties of additive random fields , , which are sums of zero-mean random processes with the same continuous covariance functions. The…

math.PR2017★ 1 cited

Asymptotic analysis of average case approximation complexity of additive random fields

A. A. Khartov, M. Zani

We study approximation properties of sequences of centered additive random fields , . The average case approximation complexity is defin…

math.PR2014

Large deviations for clocks of self-similar processes

Alain Rouault, Nizar Demni, Marguerite Zani

The Lamperti correspondence gives a prominent role to two random time changes: the exponential functional of a Lévy process drifting to and its inverse, the clock of the c…

math.PR2014★ 1 cited

Approximation of additive random fields based on standard information: average case and probabilistic settings

Mikhail Lifshits, Marguerite Zani

We consider approximation problems for tensor product and additive random fields based on standard information in the average case setting. We also study the probabilistic setting…