Local theory of stable polynomials and bounded rational functions of several variables

Type: Preprint

Publication Date: 2021-01-01

Citations: 0

DOI: https://doi.org/10.48550/arxiv.2109.07507

Locations

  • arXiv (Cornell University) - View - PDF
  • DataCite API - View

Similar Works

Action Title Year Authors
+ PDF Chat Stable polynomials and admissible numerators in product domains 2024 Kelly Bickel
Greg Knese
J. E. Pascoe
Alan Sola
+ PDF Chat Boundary local integrability of rational functions in two variables 2024 Greg Knese
+ Stable polynomials and admissible numerators in product domains 2024 Kelly Bickel
Greg Knese
J. E. Pascoe
Alan Sola
+ PDF Chat Integrability and regularity of rational functions: 2015 Greg Knese
+ PDF Chat Level curve portraits of rational inner functions 2019 Kelly Bickel
J. E. Pascoe
Alan Sola
+ 99.01 Intercepts and turning points of polynomial functions 2015 Samantha Caesar
+ Bounded Polynomials with a Prescribed Behaviour at the Origin 1987 M. M. Chawla
+ PDF Chat Rational functions with positive coefficients, polynomials and uniform approximations 1980 Peter Borwein
+ Multivariate rational approximation of functions with curves of singularities 2023 Nicolas Boullé
Astrid Herremans
Daan Huybrechs
+ The uniform polynomial approximation in a complex domain 1978 E. M. Dyn’kin
+ Approximation by rational functions with free poles 2007 А. А. Пекарский
+ Approximations by rational functions with positive coefficients 1980 Peter Borwein
+ Uniform approximation of rational functions by polynomials with integral coefficients 1969 Le Baron Ferguson
+ Bernstein Type Inequalities for Rational Functions with Prescribed Poles 1998 N. K. Govil
R. N. Mohapatra
+ Approximation with a Class of Rational Functions. 1977 J. A. van Hulzen
R. Hettich
+ PDF Chat Explicit, nearly optimal, linear rational approximation with preassigned poles 1986 Frank Stenger
+ Singularities of rational inner functions in higher dimensions 2019 Kelly Bickel
J. E. Pascoe
Alan Sola
+ Partial fraction expansion of rational functions with one high-order pole 1968 N. Ahmed
K.R. Rao
+ A class of rational approximations on the positive real axis—A survey 1974 A.R Reddy
Oved Shisha
+ Approximation by Bernstein type rational functions on the real axis 1985 Katherine Balázs

Works That Cite This (0)

Action Title Year Authors