@article{article_213496, title={SOME INEQUALITIES FOR POLYNOMIAL FUNCTIONS}, journal={Physical Sciences}, volume={8}, pages={32–47}, year={2013}, DOI={10.12739/NWSA.2013.8.2.3A0064}, author={Çelik, Adem}, keywords={Matematiksel Analiz, Polinom Fonksiyonlar, Ön Görülen Üç Değeri Alan Ünivalent Fonksiyonlar, Maksimum Modül Değerler, Eşitsizlikler,}, abstract={In this work, we first show that the inequality, established in the unit disc for maximum modulus of polynomial functions ,12, also holds for any disc of radius R . In the case where polynomials have z=0 as a multiple root, and also for the univalent polynomial functions f:C---C with f(0)=0 ,f(a=a^q , f(-a) =-a^q ,we obtain different forms of this inequality. Then we attain quite distinct new inequalities for univalent polynomial functions in both the unit disc and disc of an arbitrary radius R.}, number={2}, publisher={E-Journal of New World Sciences Academy}