journal article Mar 01, 1989

Bernstein type inequalities for a class of polynomials

View at Publisher Save 10.1007/bf02170073
Topics

No keywords indexed for this article. Browse by subject →

References
8
[1]
T. Erdélyi — J. Szabados, On trigonometric polynomials with positive coefficients,Studia Sci. Math. Hungar. 23 (1987).
[2]
V. S. Videnskiî, Extremal estimates for the derivative of a trigonometric polynomial on an interval shorter than the period,DAN USSR,130 (1960), 13–16 (in Russian).
[3]
J. Szabados, Bernstein and Markov type estimates for the derivative of a polynomial with real zeros, inFunctional Analysis and Approximation, Birkhäuser Verlag (Basel, 1981), pp. 177–188. 10.1007/978-3-0348-9369-5_18
[4]
T. Erdélyi, Markov type estimates for derivatives of polynomials of special type,Acta Math. Hung.,51 (1988), 421–436. 10.1007/bf01903349
[5]
T. Erdélyi, Pointwise estimates for derivatives of polynomials with restricted zeros,Proceedings of the Alfred Haar Memorial Conference held in Budapest, 1985; Vol. 49; North Holland (Amsterdam-Budapest, 1987), pp. 329–343.
[6]
T. Erdélyi-J. Szabados, On polynomials with positive coefficients,Journal of Approximation Theory,54, (1988), 107–122. 10.1016/0021-9045(88)90119-0
[7]
G. G. Lorentz, Degree of approximation by polynomials with positive coefficients,Math. Ann.,151 (1963), 239–251. 10.1007/bf01398235
[8]
T. Erdélyi, Pointwise estimates for the derivatives of a polynomial with real zeros,Acta Math. Hung.,49 (1987), 219–235. 10.1007/bf01956326
Metrics
9
Citations
8
References
Details
Published
Mar 01, 1989
Vol/Issue
53(1-2)
Pages
237-251
License
View
Cite This Article
T. Erdèlyi, J. Szabados (1989). Bernstein type inequalities for a class of polynomials. Acta Mathematica Hungarica, 53(1-2), 237-251. https://doi.org/10.1007/bf02170073