activity
20192024
most citedGeneralization of Pólya's zero distribution theory for exponential polynomials, plus sharp results for asymptotic growth

1 citations · 2 across the 10 of their papers we have counts for

collaborators
Showing math.CVShow all

14 papers · 1 filter

math.CV2023

Standard solutions of complex differential equations

Janne Heittokangas, Samu Pulkkinen, Hui Yu +1

A meromorphic solution of a complex linear differential equation (with meromorphic coefficients) for which the value zero is the only possible finite deficient/deviated value is ca…

math.CV2021

Dual exponential polynomials and a problem of Ozawa

Janne Heittokangas, Katsuya Ishizaki, Kazuya Tohge +1

Complex linear differential equations with entire coefficients are studied in the situation where one of the coefficients is an exponential polynomial and dominates the growth of a…

math.CV2021

Meromorphic functions of finite -order and linear Askey-Wilson divided difference equations

Hui Yu, Janne Heittokangas, Jun Wang +1

The growth of meromorphic solutions of linear difference equations containing Askey-Wilson divided difference operators is estimated. The -order is used as a general growth indi…

math.CV2020

Meromorphic functions of finite -order and linear -difference equations

Janne Heittokangas, Jun Wang, Zhi-Tao Wen +1

The -order was introduced in 2009 for meromorphic functions in the unit disc, and was used as a growth indicator for solutions of linear differential equations. In this paper, t…

math.CV2020

Asymptotic integration theory for

Gary G. Gundersen, Janne Heittokangas, Amine Zemirni

Asymptotic integration theory gives a collection of results which provide a thorough description of the asymptotic growth and zero distribution of solutions of (*) ,…

math.CV2020

On Petrenko's deviations and second order differential equations

J. Heittokangas, M. A. Zemirni

New results on the oscillation of solutions of and on the growth of solutions of are obtained, where and are entire functions. Petrenko's…