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Estimate of Fractional Moments of a Trigonometric Sum
Mathematical Notes, 2004Suppose that \(n = \sum_{k=0}^\infty \varepsilon_k2^k\), where \(\varepsilon_k = 0, 1\), is the binary representation of positive integers \(n\). Split the set of positive integers into two nonintersecting classes as follows: \(\mathbb N_0 =\left\{n: n \in \mathbb N,\;\sum_{k=0}^\infty \varepsilon_k\equiv 0\pmod 2\right\}\) and \(\mathbb N_1 =\left\{n:
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Ĵ-fractions and strong moment problems
1986Etude detaillee de certaines J-fractions (proprietes de correspondance avec les series de puissances formelles, et conditions d'existence).
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Continued Fractions and Strong Hamburger Moment Problems
Proceedings of the London Mathematical Society, 1983Jones, William B. +2 more
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Uncertainty analysis of rock tunnel based on fractional moment and dimensional reduction method
International Journal of Rock Mechanics and Minings Sciences, 2021Hongbo Zhao, Shao-jun Li
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3D image recognition using new set of fractional-order Legendre moments and deep neural networks
Signal Processing: Image Communication, 2021Omar El Ogri +2 more
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Fractional moments of the ?-function
Mathematical Notes of the Academy of Sciences of the USSR, 1985openaire +1 more source