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A MATHEMATICAL PROOF OF A PROBABILISTIC MODEL OF HARDY'S INEQUALITY

A MATHEMATICAL PROOF OF A PROBABILISTIC MODEL OF HARDY'S INEQUALITY
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摘要 In this paper using an argument from [1] , we prove one of the probabilistic version of Hardy's inequality. In this paper using an argument from [1] , we prove one of the probabilistic version of Hardy's inequality.
作者 Prateek K
出处 《Analysis in Theory and Applications》 2012年第1期95-100,共6页 分析理论与应用(英文刊)
关键词 random variables uniform partition Hardy's inequality random variables, uniform partition, Hardy's inequality
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参考文献5

  • 1K(o)rner,T W. On a Polynomials of Byrnes[J].Bulletin of the London Mathematical Society,1980.219-224.
  • 2Kanane,J.-P. Sur Les Polyn(o)mer á coefficients unimodulaires[J].Bulletin of the London Mathematical Society,1980.321-342.
  • 3McGehee,O.C,Pigno,L,Smith,B. Hardy's Inequality and the L1 Norm of Exponential Sums[J].Annals of Mathematics,1981.613-618.
  • 4R(e)nyl,A. Probability Theory[M].North-Holland Amsterdam,1970.
  • 5Smith,B. Two Trigonometric Designs[A].Basel,1983.141-148.

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