Vahagn Hovhannisyan

collaborators

2 papers

math.CA2026

Metric entropy of Fourier ratio classes on $Z_{N}$

Alex Iosevich, Vahagn Hovhannisyan, Zahra Keyshams +1

We study metric entropy and uniform sampling for classes of signals on $Z_{N}$ with prescribed Fourier ratio. The Fourier ratio measures how spread out the Fourier transfor…

math.NT2023

Arbitrarily long strings of consecutive primes in special sets

Sai Sanjeev Balakrishnan, Félix Houde, Vahagn Hovhannisyan +2

Let $F (x)$ be a function of the form $\sum_{i = 1}^{r} d_{i} x^{ρ_{i}}$ where $d_{1}, \dots, d_{r} \in R$ , $0 \leq ρ_{1} < \dots < ρ_{r},$ $ρ_{r} \neq \in Z, ρ_{i} \in R$ for $…

Metric entropy of Fourier ratio classes on ZN​

Arbitrarily long strings of consecutive primes in special sets

Metric entropy of Fourier ratio classes on $Z_{N}$