Comparing Norms of Polynomials in One an
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Igor E. Pritsker
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Article
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1997
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Elsevier Science
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English
⚖ 194 KB
We study Nikolskii-type inequalities for the L norms of an algebraic polynop mial in one variable, defined either by a contour integral or by an area integral over a Jordan domain in .ރ Further, we generalize the one-dimensional results to the case of polynomials in several variables over product