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École Supérieure Angevine d'Informatique et de Productique

France

3 papers here1 citations across 3
fields
  • math.PR2
  • math.CA1
ROR 058eyqd35OpenAlex

affiliations via OpenAlex

most citedA conditioned local limit theorem for non-negative random matrices

1 citations

researchers with a paper here
  • C. Pham1 · h 2
  • D. C. Pham1 · h 2
  • Julien-Bilal Zinoune1 · h 3
  • Marc Peigné1 · h 3
  • M. Peign'e1 · h 2
  • Rodolphe Garbit1 · h 4
collaborating institutions
  • Laboratoire Angevin de Recherche en MathématiquesFR3 papers
  • Université d'AngersFR3 papers
  • Idiap Research InstituteCH2 papers
  • Institut Denis PoissonFR2 papers
  • Université de ToursFR2 papers
  • Université d'OrléansFR2 papers
  • Matrix Engineering (United States)US1 paper

3 papers

math.CA2024

A family of Fourier transform's eigenfunctions

Rodolphe Garbit, Julien-Bilal Zinoune

This paper presents a family of Fourier eigenfunctions indexed by the space dimension d. These eigenfunctions are radial and built upon some generalized exponential integral functi…

math.PR2023

The survival probability of a weakly subcritical multitype branching process in iid random environment

M Peigné, C Pham

We study the asymptotic behavior of the probability of non extinction of a weakly subcritical multitype branching process in iid random environments. Under suitable assumptions, th…

math.PR2023★ 1 cited

A conditioned local limit theorem for non-negative random matrices

M. Peigné, Thi da Cam Pham

Let (Sn​)n​ be the random process on R driven by the product of i.i.d. non-negative random matrices and τ its exit time from ]0,+∞[. By using the adapted stra…

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