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SOME INEQUALITIES FOR POLYNOMIALS SATISFYING p(z)=z^n p(1/z)
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作者 b.datt N.K.Govil 《Analysis in Theory and Applications》 1996年第2期40-44,共5页
Let p(z)=be a polynomial degree n and let Then accord-ing to Bernstein's inequality ||p'||<n||p||.It is a well known open problem to obtain inequality analogous to Bernstein's inequality for the class I... Let p(z)=be a polynomial degree n and let Then accord-ing to Bernstein's inequality ||p'||<n||p||.It is a well known open problem to obtain inequality analogous to Bernstein's inequality for the class IIn of polynomials satisfying p(z)≡znp(1/z)Here we obtain an inequality analogous to Bernstein's inequality for a subclass of IIn Our results include several of the known results as special cases. 展开更多
关键词 SOME INEQUALITIES FOR POLYNOMIALS SATISFYING p z~n p
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