A new Lehmer pair of zeros and a new lower bound for the de Bruijn-Newman constant .
A new proceeding for solving of certain class of functional equations
A new Pythagorean functional equation.
A normality criterion for meromorphic functions having multiple zeros
We prove a normality criterion for a family of meromorphic functions having multiple zeros which involves sharing of a non-zero value by the product of functions and their linear differential polynomials.
A note on a functional inequality.
A note on a result of Singh and Kulkarni.
A note on a theorem of C. L. Siegel concerning Bessel's equation
A note on algebraic differential equations whose coefficients are entire functions of finite order
A note on an extension of Lindelöf's theorem to meromorphic functions.
A note on coefficient multipliers and
A note on exponent of convergence of zeros of entire functions
A note on functional equations of the -adic polylogarithms
A note on Mues' conjecture.
A note on new estimates for distances in analytic function spaces.
A note on one of the Bernstein theorems
One of the Bernstein theorems that the class of bounded functions of the exponential type is dense in the space of bounded and uniformly continuous functions. This theorem follows from a convergence theorem for some interpolating operators on the real axis.
A note on regularity for free convolutions
A note on regularly asymptotic points
A condition of Schmets and Valdivia for a boundary point of a domain in the complex plane to be regularly asymptotic is ameliorated.
A note on some results of Li and Li
The purpose of the paper is to study the uniqueness problems of linear differential polynomials of entire functions sharing a small function and obtain some results which improve and generalize the related results due to J. T. Li and P. Li (2015). Basically we pay our attention to the condition in Theorems 1.3, 1.4 from J. T. Li and P. Li (2015). Some examples have been exhibited to show that conditions used in the paper are sharp.
A note on some results of Schwick.
A note on the construction of the proximate type of an entire Dirichlet series with index-pair