On the zeros and hyper-order of meromorphic solutions of linear differential equations.
On the zeros of a class of arithmetical entire functions
On the zeros of a class of generalized Dirichlet series.
On the zeros of a polynomial.
On the zeros of a quaternionic polynomial: An extension of the Eneström-Kakeya theorem
We present some results on the location of zeros of regular polynomials of a quaternionic variable. We derive new bounds of Eneström-Kakeya type for the zeros of these polynomials by virtue of a maximum modulus theorem and the structure of the zero sets of a regular product established in the newly developed theory of regular functions and polynomials of a quaternionic variable. Our results extend some classical results from complex to the quaternionic setting as well.
On the Zeros of Functions in the Bers Space
On the zeros of generalised Dirichlet series. V.
On the zeros of meromorphic solutions of second-order linear differential equations.
On the zeros of pairs of linear differential polynomials.
On the zeros of polynomials and analytic functions
For a polynomial of degree n, we have obtained some results, which generalize and improve upon the earlier well known results (under certain conditions). A similar result is also obtained for analytic function.
On the zeros of the Riemann -function.
On the Zeros of the Weierstrass ...-Function.
On the zeros of the Wronskian of an entire or meromorphic function and its derivatives.
On the -convergence of Laplace-Beltrami operators in the plane.
On Trjitzinsky monogenic functions
On Tsuji's and Pommerenke's examples for fuchsian groups of convergence type.
On two analytic functions
On Two Functional Equations Connected with a Mean-Value Property of Polynomials
On Two Functional Equations Connected with a Mean-Value Property of Polynomials (Short Communication)
On two new functional equations for generalized Joukowski transformations
The purpose of this paper is to solve two functional equations for generalized Joukowski transformations and to give a geometric interpretation to one of them. Here the Joukowski transformation means the function of a complex variable z.