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In mathematics, the Khintchine inequality, named after Aleksandr Khinchin and spelled in multiple ways in the Latin alphabet, is a theorem from probability, ...
The Khinchin–Kahane inequality is a classical inequality in the probability literature. It was initially studied by Khinchin [16] in the real case, and ...
, the Khintchine inequality provides upper and lower bounds for ... Here, the left-hand Khintchine inequality was used in the final inequality.
Oct 10, 2016 · Abstract:The Khinchin-Kahane inequality is a fundamental result in the probability literature, with the most general version to date holding ...
This inequality has a num- ber of applications: in the theory of Bloch functions [9], in the theory of value distribution of holomorphic mappings into Banach ...
Abstract. top We prove that if is the Rademacher system of functions then for any sequence of vectors in any normed linear space F.
Tomaszewski, Two remarks on the Khintchin-Kahane inequality, Colloq. Math. 46 (1982), 283-288. A simple and elementary proof of the Khintchine inequality with ...
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The inequality (1.1) is called Kahane-Khintchine's inequality in. (exponential) Orlicz space, and is known to have a number of applications. The present ...
Sep 5, 2020 · The Permutation Test: ▷ The distribution of T(π) is discrete supported on the symmetric group S2n. ▷ Generally, the p-value is estimated ...
Abstract. Several inequalities of Kahane-Khintchine′s type in certain Orlicz spaces are proved. For this, the classical symmetrization technique is used and ...
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