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- Turán's_inequalities abstract "In mathematics, Turán's inequalities are some inequalities for Legendre polynomials found by Paul Turán (1950) (and first published by Szegö (1948)). There are many generalizations to other polynomials, often called Turán's inequalities, given by (E. F. Beckenbach, W. Seidel & Otto Szász 1951) and other authors.If Pn is the nth Legendre polynomial, Turán's inequalities state thatFor Hn, the nth Hermite polynomial, Turán's inequality isand for Chebyshev polynomials it is".
- Turán's_inequalities wikiPageID "14989249".
- Turán's_inequalities wikiPageRevisionID "550197607".
- Turán's_inequalities authorlink "Paul Turán".
- Turán's_inequalities first "E. F.".
- Turán's_inequalities first "Otto".
- Turán's_inequalities first "Paul".
- Turán's_inequalities first "W.".
- Turán's_inequalities journal "Duke Math. J.".
- Turán's_inequalities last "Beckenbach".
- Turán's_inequalities last "Seidel".
- Turán's_inequalities last "Szász".
- Turán's_inequalities last "Turán".
- Turán's_inequalities mr "40487".
- Turán's_inequalities pages "1".
- Turán's_inequalities title "Recurrent determinants of Legendre and of ultraspherical polynomials".
- Turán's_inequalities txt "yes".
- Turán's_inequalities volume "18".
- Turán's_inequalities year "1950".
- Turán's_inequalities year "1951".
- Turán's_inequalities subject Category:Inequalities.
- Turán's_inequalities subject Category:Orthogonal_polynomials.
- Turán's_inequalities comment "In mathematics, Turán's inequalities are some inequalities for Legendre polynomials found by Paul Turán (1950) (and first published by Szegö (1948)). There are many generalizations to other polynomials, often called Turán's inequalities, given by (E. F. Beckenbach, W. Seidel & Otto Szász 1951) and other authors.If Pn is the nth Legendre polynomial, Turán's inequalities state thatFor Hn, the nth Hermite polynomial, Turán's inequality isand for Chebyshev polynomials it is".
- Turán's_inequalities label "Turán's inequalities".
- Turán's_inequalities sameAs Tur%C3%A1n's_inequalities.
- Turán's_inequalities sameAs Q7856594.
- Turán's_inequalities sameAs Q7856594.
- Turán's_inequalities wasDerivedFrom Turán's_inequalities?oldid=550197607.