S. Saleh

activity

20162026

most citedFaber polynomial coefficient estimation of subclass of bi-subordinate univalent functions

1 citations · 1 across the 8 of their papers we have counts for

collaborators

10 papers

math.DS2026

Degree Growth of Iterates of Curves and Likely Intersections

Sina Saleh, Jit Wu Yap

We study the growth of the bidegree of an ample irreducible curve in $P^{1} \times P^{1}$ under a product polynomial endomorphism $φ = (f, g)$ , where at least one of $f$ …

math.DS2026

Bialgebraic geometry of Böttcher coordinates

Sina Saleh

Becker and Bergweiler showed that if $f$ is a non-exceptional polynomial, then the Böttcher coordinate $Ψ_{f} : D_{R} \to B_{\infty} (f)$ associated to $f$ is a transcendenta…

math.AG2025

Rational self-maps of projective surfaces with a regular iterate

Sina Saleh

We show that if $Φ : X ⇢ X$ is a dominant rational self-map of a projective surface $X$ over $C$ with a regular and non-invertible iterate $Φ^{n}$ , then we can…

math.NT2022

Zariski dense orbits for endomorphisms of a power of the additive group scheme defined over finite fields

Dragos Ghioca, Sina Saleh

We prove the Zariski dense orbit conjecture in positive characteristic for endomorphisms of $G_{a}^{N}$ defined over $F_{p}$ .

math.NT2021

Zariski dense orbits for regular self-maps of split semiabelian varieties in positive characteristic

Dragos Ghioca, Sina Saleh

We prove the Zariski dense orbit conjecture in positive characteristic for regular self-maps of split semiabelian varieties.

math.NT2021

On sparsity of representations of polynomials as linear combinations of exponential functions

Dragos Ghioca, Alina Ostafe, Sina Saleh +1

Given an integer $g$ and also some given integers $m$ (sufficiently large) and $c_{1}, \dots, c_{m}$ , we show that the number of all non-negative integers $n \leq M$ with the property tha…

math.NT2020

A sparsity result for the Dynamical Mordell-Lang Conjecture in positive characteristic

Dragos Ghioca, Alina Ostafe, Sina Saleh +1

We prove a quantitative partial result in support of the Dynamical Mordell-Lang Conjecture (also known as the DML conjecture) in positive characteristic. More precisely, we show th…

math.CV2019

Some estimation about Tayler-Maclaurin coefficients of generalized subclasses of bi-univalent functions

S. A. Saleh, Alaa H. El-Qadeem, Mohamed A. Mamon

Our objective in this paper is to introduce and investigate comprehensive-constructed subclasses of normalized analytic and bi-univalent functions on the unit open disc. Bounds for…

math.CV2019★ 1 cited

Faber polynomial coefficient estimation of subclass of bi-subordinate univalent functions

S. A. Saleh, Alaa H. El-Qadeem, Mohamed A. Mamon

In this paper, a comprehensive subclass of bi-univalent functions class are introduced and investigated. Using the Faber polynomials, estimation of the coefficients $∣ a_{n} ∣$ and cer…

math.NT2016

The dynamical Mordell-Lang conjecture in positive characteristic

Dragos Ghioca

Let K be an algebraically closed field of prime characteristic p, let N be a positive integer, let f be a self-map on the algebraic torus T=G_m^N defined over K, let V be a curve i…