Polynomials on the Cauchy circle. Mejı́A, D., Ruscheweyh, S. T., & Salinas, L. C. Numerische Mathematik, 69(4):471-481, 1995. doi abstract bibtex Let (Formula presented.) be a complex polynomial ofdegree (Formula presented.) with (Formula presented.) and Cauchy radius 1 about theorigin. We discuss the order of magnitudeof the minimal number (Formula presented.) such that(Formula presented.)Previous estimates of (Formula presented.) are improved to (Formula presented.). Some other related properties of these polynomialsare also exhibited. © 1995, Springer-Verlag Berlin Heidelberg. All rights reserved.
@article{10.1007/s002110050103,
abstract = "Let (Formula presented.) be a complex polynomial ofdegree (Formula presented.) with (Formula presented.) and Cauchy radius 1 about theorigin. We discuss the order of magnitudeof the minimal number (Formula presented.) such that(Formula presented.)Previous estimates of (Formula presented.) are improved to (Formula presented.). Some other related properties of these polynomialsare also exhibited. © 1995, Springer-Verlag Berlin Heidelberg. All rights reserved.",
number = "4",
year = "1995",
title = "Polynomials on the Cauchy circle",
volume = "69",
keywords = "Mathematics Subject Classification (1991):65E05",
pages = "471-481",
doi = "10.1007/s002110050103",
journal = "Numerische Mathematik",
author = "Mej\'\i A, Diego and Ruscheweyh, Stephan T. and Salinas, Luís C."
}
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