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L^p INEQUALITIES AND ADMISSIBLE OPERATOR FOR POLYNOMIALS
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作者 M. Bidkham H. A. Soleiman Mezerji A. Mir 《Analysis in Theory and Applications》 2012年第2期156-171,共16页
Let p(z) be a polynomial of degree at most n. In this paper we obtain some new results about the dependence of on [[P(Z)[ls for every α, β∈ C with |a|≤ 1, |β|〉 1, R 〉 r 〉 1, and s 〉 O. Our results not... Let p(z) be a polynomial of degree at most n. In this paper we obtain some new results about the dependence of on [[P(Z)[ls for every α, β∈ C with |a|≤ 1, |β|〉 1, R 〉 r 〉 1, and s 〉 O. Our results not only generalize some well known inequalities, but also are variety of interesting results deduced from them by a fairly uniform procedure. 展开更多
关键词 Lp inequality polynomials rouche's theorem admissible operator
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