On A Hypothesis Of D. Adamović Concerning Asymptotic Behaviour Of Some Complex Sequences
On approximation and interpolation of entire functions with index-pair (p,q).
In this paper we have studied the Chebyshev and interpolation errors for functions in C(E), the normed algebra of analytic functions on a compact set E of positive transfinite diameter. The (p,q)-order and generalized (p,q)-type have been characterized in terms of these approximation errors. Finally, we have obtained a saturation theorem for f ∈ C(E) which can be extended to an entire function of (p,q)-order 0 or 1 and for entire functions of minimal generalized (p,q)-type.
On modified asymptotic series involving confluent hypergeometric functions.
On the asymptotic values of locally univalent meromorphic functions.
On the Correspondence Principle for the Quantized Annulus.