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- Fekete–Szegő_inequality abstract "In mathematics, the Fekete–Szegő inequality is an inequality for the coefficients of univalent analytic functions found by Fekete and Szegő (1933), related to the Bieberbach conjecture. Finding similar estimates for other classes of functions is called the Fekete–Szegő problem.The Fekete–Szegő inequality states that ifis a univalent analytic function on the unit disk and 0 ≤ λ < 1, then".
- Fekete–Szegő_inequality wikiPageID "27633333".
- Fekete–Szegő_inequality wikiPageRevisionID "591215193".
- Fekete–Szegő_inequality author2Link "Gábor Szegő".
- Fekete–Szegő_inequality authorlink "Michael Fekete".
- Fekete–Szegő_inequality last "Fekete".
- Fekete–Szegő_inequality last "Szegő".
- Fekete–Szegő_inequality year "1933".
- Fekete–Szegő_inequality subject Category:Inequalities.
- Fekete–Szegő_inequality comment "In mathematics, the Fekete–Szegő inequality is an inequality for the coefficients of univalent analytic functions found by Fekete and Szegő (1933), related to the Bieberbach conjecture. Finding similar estimates for other classes of functions is called the Fekete–Szegő problem.The Fekete–Szegő inequality states that ifis a univalent analytic function on the unit disk and 0 ≤ λ < 1, then".
- Fekete–Szegő_inequality label "Fekete–Szegő inequality".
- Fekete–Szegő_inequality sameAs Fekete%E2%80%93Szeg%C5%91_inequality.
- Fekete–Szegő_inequality sameAs Q5441613.
- Fekete–Szegő_inequality sameAs Q5441613.
- Fekete–Szegő_inequality wasDerivedFrom Fekete–Szegő_inequality?oldid=591215193.