M. S. E. Ainin

most citedWeighted Bergman-Dirichlet and Bargmann-Dirichlet spaces of order

m

: Explicit formulae for reproducing kernels and asymptotic

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

collaborators

3 papers

math.CV2017

Analytic and arithmetic properties of the $(Γ, χ)$ -automorphic reproducing kernel function

A. El Fardi, A. Ghanmi, L. Imlal +1

We consider the reproducing kernel function of the theta Bargmann-Fock Hilbert space associated to given full-rank lattice and pseudo-character, and we deal with some of its analyt…

math.CV2015

On holomorphic theta functions associated to rank $r$ isotropic discrete subgroups of a $g$ -dimensional complex space

Allal Ghanmi, Ahmed Intissar, Mohammed Souid El Ainin

We are interested in the $L^{2}$ -holomorphic automorphic functions on a $g$ -dimensional complex space $V_{C}^{g}$ endowed with a positive definite hermitian form and associate…

math.CV2015★ 1 cited

Weighted Bergman-Dirichlet and Bargmann-Dirichlet spaces of order $m$ : Explicit formulae for reproducing kernels and asymptotic

A. El Hamyani, A. Ghanmi, A. Intissar +2

We introduce new functional spaces that generalize the weighted Bergman and Dirichlet spaces on the disk D(0,R) in the complex plane and the Bargmann-Fock spaces on the whole compl…

Analytic and arithmetic properties of the (Γ,χ)-automorphic reproducing kernel function

On holomorphic theta functions associated to rank r isotropic discrete subgroups of a g-dimensional complex space

Weighted Bergman-Dirichlet and Bargmann-Dirichlet spaces of order m: Explicit formulae for reproducing kernels and asymptotic

Analytic and arithmetic properties of the $(Γ, χ)$ -automorphic reproducing kernel function

On holomorphic theta functions associated to rank $r$ isotropic discrete subgroups of a $g$ -dimensional complex space

Weighted Bergman-Dirichlet and Bargmann-Dirichlet spaces of order $m$ : Explicit formulae for reproducing kernels and asymptotic