Work

Remez- and Nikolskii-Type Inequalities for Logarithmic Potentials

Year: 1994

Type: article

Abstract: Remez- and Nikolskii-type inequalities on line segments, on circles, and on certain bounded domains of the complex plane are established for exponentials of logarithmic potentials with respect to probability measures on $\mathbb{C}$ having compact support.

Source: SIAM Journal on Mathematical Analysis

DOI: 10.1137/s0036141092234888

Authors: Tamás Erdélyi, Xin Li, E. B. Saff

Language: English

Topic: Mathematical functions and polynomials

Subfield: Applied Mathematics

Field: Mathematics

Domain: Physical Sciences

Open Access status: green

OpenAlex ID: W1968097151

FWCI: 0.562

Cites: 11

Cited by: 21

Related to: 10