Nazar Miheisi

collaborators

3 papers

math.CA2026

A Variation Norm Carleson Theorem Along the Primes

Anastasios Fragkos, Ben Krause, Nazar Miheisi +1

Let $I^$ denote the von Mangoldt function; we prove that for each $r > 2$ , there exist constants \[ r' < \mathbf{c}(r) < 2 < \mathbf{C}(r), \qquad \lim_{r \to \infty} \mathbf{c}(r)…

math.CV2026

Uniqueness sets for functions of Dirichlet-type with restricted Taylor coefficients

Nazar Miheisi, Daniel Seco

Let $H$ be a reproducing kernel Hilbert space over the unit disk $D$ , where analytic monomials span a dense subset. Given $N \subseteq Z_{+}$ and $Î\subse…

math.FA2024

Completeness of systems of inner functions

Nazar Miheisi

For two inner functions $ϑ, I ¨ \in H^{\infty}$ , we give a simple sufficient condition for the system $ϑ^{m}, I ¨ ^{n}$ , $m, n \in Z$ , to be complete in the weak- $^{*}$ …