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Title of Journal: Comput Methods Funct Theory

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Abbravation: Computational Methods and Function Theory

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Springer-Verlag

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2195-3724

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On a Problem of A Eremenko

Authors: Iossif V Ostrovskii
Publish Date: 2013/03/07
Volume: 4, Issue: 2, Pages: 275-282
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Abstract

Let P mn 0 Standardm Standardn − 1 be a polynomial formed by the first m terms of the expansion of 1 + zn according to the binomial formula We show that if m n → ∞ in such a way that lim mn →∞ m/n = α ∊ 01 then the zeros of P mn tend to a curve which can be explicitly described

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Other Papers In This Journal:
  1. A New Formula for the Natural Logarithm of a Natural Number
  2. Szegő–Taikov Inequality for Conjugate Polynomials
  3. Badly Approximable Unimodular Functions in Weighted L p Spaces
  4. The Growth of Complex Solutions of Algebraic Differential Equations of First Order
  5. Monogenic Modular Forms in Two and Several Real and Complex Vector Variables
  6. On Riemann-Hilbert Problems in Circle Packing
  7. On Quasiregular Linearizers
  8. Extending the Schwarz-Christoffel Formula to Universal Covering Maps of a Riemann Surface
  9. Explicit Real-Part Estimates for High Order Derivatives of Analytic Functions
  10. Minimal Harmonic Measure on Complementary Regions
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