Romeo Mevstrovi'c

activity

20122019

most citedAn elemetary proof of an estimate for a number of primes less than the product of the first

n

primes

2 citations · 3 across the 5 of their papers we have counts for

collaborators

15 papers

math.NT2019

Closed maximal ideals ideals in some Fréchet algebras of holomorphic functions

Romeo Meštrović

The space $F^{p}$ ( $1 < p < \infty$ ) consists of all holomorphic functions $f$ on the open unit disk $D$ such that $lim_{r \to 1} (1 - r)^{1/ q} lo g^{+} M_{\infty} (r, f) = 0,$ where $M_{\inf…

math.CV2019★ 1 cited

A characterization of some prime ideals in certain $F$ -algebras of holomorphic functions

Romeo Meštrović

The class $M^{p}$ $(1 < p < \infty)$ consists of all holomorphic functions $f$ on the open unit disk $D$ for which $\int_{0}^{2 π} (lo g^{+} M f (θ))^{p} \frac{d θ}{2 π} < \infty,$ …

math.NT2019

Goldbach's like conjectures arising from arithmetic progressions whose first two terms are primes

Romeo Meštrović

For two odd primes $p$ and $q$ such that $p < q$ , let $A (p, q) := (a_{k})_{k = 1}^{\infty}$ be the arithmetic progression whose $k$ th term is given by $a_{k} = (k - 1) (q - p) + p$ (i.e., with $a_{1} = p$ …

math.NT2018

A characterization of maximal ideals in the Fréchet algebras of holomorphic functions $F^{p}$ $(1 < p < \infty$

Romeo Meštrović

The space $F^{p}$ ( $1 < p < \infty$ ) consists of all holomorphic functions $f$ on the open unit disk $D$ for which $lim_{r \to 1} (1 - r)^{1/ q} lo g^{+} M_{\infty} (r, f) = 0,$ where $M_{\inft…

math.FA2018

On some metric topologies on Privalov spaces on the unit disk

Romeo Meštrović, Žarko Pavićević

Let $N^{p}$ $(1 < p < \infty)$ be the Privalov class $N^{p}$ of holomorphic functions on the open unit disk $D$ in the complex plane. In 1977 M. Stoll proved that the class $N^{p}$ equi…

eess.SP2018

A generalization of some random variables involving in certain compressive sensing problems

Romeo Meštrović

In this paper we give a generalization of the discrete complex-valued random variable defined and investigated in \cite{ssa} and \cite{m8}. We prove the statements concerning the e…

Closed maximal ideals ideals in some Fréchet algebras of holomorphic functions

A characterization of some prime ideals in certain F-algebras of holomorphic functions

Goldbach's like conjectures arising from arithmetic progressions whose first two terms are primes

A characterization of maximal ideals in the Fréchet algebras of holomorphic functions Fp (1<p<∞

On some metric topologies on Privalov spaces on the unit disk

A generalization of some random variables involving in certain compressive sensing problems

A characterization of some prime ideals in certain $F$ -algebras of holomorphic functions

A characterization of maximal ideals in the Fréchet algebras of holomorphic functions $F^{p}$ $(1 < p < \infty$