On entire functions of slow growth represented by Dirichlet series
On Entire Functions with Infinite Domains of Normality.
On generators in ideals of entire functions of finite order and type on the plane.
On influence of the arguments of coefficients of a power series expansion of an entire function on the growth of the maximum of its modulus.
On Prime Periodic Entire Functions.
On random entire functions
On Sets of Range Uniqueness.
On Some of Professor Peter Rusev's Contributions
MSC 2010: 33-00, 33C45, 33C52, 30C15, 30D20, 32A17, 32H02, 44A05The 6th International Conference "Transform Methods and Special Functions' 2011", 20 - 23 October 2011 was dedicated to the 80th anniversary of Professor Peter Rusev, as one of the founders of this series of international meetings in Bulgaria, since 1994. It is a pleasure to congratulate the Jubiliar on behalf of the Local Organizing Committee and International Steering Committee, and to present shortly some of his life achievements...
On Some Spaces Of Analytic Functions And Their Duality Relations.
On strong tracts of subharmonic functions of infinite lower order
The notion of a strong asymptotic tract for subharmonic functions is defined. Eremenko's value b(∞,u) for subharmonic functions is introduced and it is used to provide an exact upper estimate of the number of strong tracts of subharmonic functions of infinite lower order. It is also shown that b(∞,u) ≤ π for subharmonic functions of infinite lower order.
On the Auxiliary Geometric mean of Entire Functions
On the equivalence of Hille's and Robinson's functional equations
On the Generalized Geometric mean of an Entire Function
On the growth of an algebroid function with radially distributed values
We investigate how the growth of an algebroid function could be affected by the distribution of the arguments of its a-points in the complex plane. We give estimates of the growth order of an algebroid function with radially distributed values, which are counterparts of results for meromorphic functions with radially distributed values.
On the growth of entire functions with zero sets having infinite exponent of convergence.
On the Maximum Modulus and the Maximum term of an Entire Function
On the mean values of an entire function represented by Dirichlet series
For entire functions defined by absolutely convergent Dirichlet series, a theorem on their mean values is established which include the results of Kamthan, Juneja and Awasthi.
On the means of entire functions
On the Spherical Derivative of an Entire Function.
On the type of highly integer valued entire functions.