Results 21 to 30 of about 9,207,934 (317)
A novel weight function for RMS stress intensity factor determination in surface cracks [PDF]
, 2010 This paper discusses the problem of stress intensity factor determination in surface cracks. In particular, the concept of root mean square stress intensity factors (RMS SIF) is discussed for the general class of semi-elliptical surface cracks.
Brennan, Feargal P. +1 more
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Journal of Geodetic Science, 2020 This paper is aimed at introducing the concept of Spherical Interpolating Moving Least Squares to the problems in geodesy and geophysics. Based on two previously known methods, namely Spherical Moving Least Squares and Interpolating Moving Least Squares,
Kiani M.
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Hypotheses Tests for Circular Data in Weighted Sampling [PDF]
Journal of Sciences, Islamic Republic of Iran, 2023 This paper is concerned with the problem of statistical hypotheses testing in circular data under weighted sampling. The most powerful test has been obtained when the sampling is subjected to a weight function. Different weight functions are examined for
Fatemeh Shahsanei, Rahim Chinipardaz
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Weighted biharmonic green functions for rational weights [PDF]
Glasgow Mathematical Journal, 1999 This paper deals with weighted biharmonic operators of the form \(\Delta|P'|^2\Delta\) on the unit disc, where \(\Delta\) is the Laplacian and \(P\) is a rational function. The existence of the Green function for this operator is established for any rational function \(P\), and an algorithm is provided for obtaining it (by solving a certain system of ...
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Generalizations of Hardy's integral inequalities
International Journal of Mathematics and Mathematical Sciences, 1999 This paper deals with some new generalizations of Hardy's integral inequalities. Some cases concerning whether the constant factors involved in these inequalities are best possible are discussed in some detail.
Yang Bicheng, Lokenath Debnath
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A Hilbert-type fractal integral inequality and its applications
Journal of Inequalities and Applications, 2017 By using thefractal theory and the methods of weight function, a Hilbert-type fractal integral inequality and its equivalent form are given. Their constant factors are proved being the best possible, and their applications are discussed briefly.
Qiong Liu, Wenbing Sun
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应用气象学报, 2020 Profiles of atmospheric temperature and water vapor are important for studying atmospheric state and play an important role in the energy balance of earth-atmosphere system.
Zong Xuemei
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The Multi-Parametric Weight Optimization of a Hydraulic Actuator
Actuators, 2020 This research was derived from the experimental observation that hydraulic actuators are positioned on machines that are subjected to movements and whose dynamic actions, the accelerations, are very high; it is acceptable to think of an actuator for an ...
Luigi Solazzi +2 more
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Research algorithm restoring signals in the basis of exponential functions
Вестник Самарского государственного технического университета. Серия: Технические науки, 2020 The paper proposes a method for constructing digital filters for solving inverse problems of recovering signals, time series, and images using an approximation approach.
Vitaly I. Batishchev, Aleksey G. Zolin
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Discrete Mathematics, 2017 For a fixed odd prime $\ell$, we define a variant of the classical Möbius function on the poset of isomorphism classes of finite abelian $\ell$-groups, then we prove an analog of Hall's theorem on the vanishing of the Möbius function.
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