Background An epidemic of a Severe Acute Respiratory Syndrome (SARS) caused by a new
coronavirus has spread from the Guangdong province to the rest of China and to the world, …

For any bounded domains $$\varOmega $$ Ω in $${\mathbb {C}}^{n}$$ C n , Deng, Guan
and Zhang introduced the squeezing function $$S_\varOmega (z)$$ S Ω ( z ) which is a …

For differential equations P (y (k), y)= 0, where P is a polynomial, we prove that all
meromorphic solutions having at least one pole are elliptic functions, possibly degenerate.

Simple Summary In animals, two dominant organs are infected by coronaviruses, the
respiratory tract and the gut. In past epidemics, a shift from the lung to the gut or vice versa has …

In this paper, we introduce certain n-th order nonlinear Loewy factorizable algebraic ordinary
differential equations for the first time and study the growth of their meromorphic solutions …

We prove results concerning entire solutions of non-linear binomial differential equations
that have connections to trigonometric identities. We also prove a double inequality for the …

Inspired by the work of Bank on the hypertranscendence of Γ e h where Γ is the Euler gamma
function and h is an entire function, we investigate when a meromorphic function f e g …

The aim of this paper is to revisit Ritt's theory from a topological perspective by extensively
using the concept of fundamental groups. This enables us to regard the theory as an example …

The aim of this paper is to revisit Ritt’s theory [35] from a topological perspective by extensively
using the concept of fundamental groups. This enables us to regard the theory as an …

In this paper, we introduce a new type of companion matrices, namely, D-companion matrices.
By using these D-companion matrices, we are able to apply matrix theory directly to study …