Results 1 to 10 of about 3,257,562 (135)
Weighted multimodal family of distributions with sine and cosine weight functions [PDF]
Heliyon, 2020 In this paper, the moment of various types of sine and cosine functions are derived for any random variable. For an arbitrary even probability density function, the sine and cosine moments are used to define new families of univariate multimodal ...
Ayman Alzaatreh +2 more
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Parametric Family of Root-Finding Iterative Methods: Fractals of the Basins of Attraction
Fractal and Fractional, 2022 Research interest in iterative multipoint schemes to solve nonlinear problems has increased recently because of the drawbacks of point-to-point methods, which need high-order derivatives to increase the order of convergence.
José J. Padilla +3 more
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Analysis of dam deformation with robust weight functions [PDF]
Geodetski Vestnik, 2020 Civil engineering structures (e.g., bridges, dams) are exposed to deformation under the influence of various factors such as water level changes, landslides, tectonic phenomena, etc. These deformations must be periodically monitored.
Berkant Konakoğlu
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Piecewise Monotone Approximation of Unbounded Functions In Weighted Space LP,w([-,]) [PDF]
مجلة جامعة الانبار للعلوم الصرفة, 2022 In this paper, investigate the approximation of unbounded functions in weighted space, by using trigonometric polynomials considered. We introduced type of polynomials piecewise monotone having same local monotonicity as unbounded functions without ...
Alaa Adnan, Sultan Mehiady
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Improved Hardy Inequalities with a Class of Weights
Mathematics, 2023 In the framework of Hardy type inequalities and their applications to evolution problems, the paper deals with local and nonlocal weighted improved Hardy inequalities related to the study of Kolmogorov operators perturbed by singular potentials.
Anna Canale
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Dynamics and Stability on a Family of Optimal Fourth-Order Iterative Methods
Algorithms, 2022 In this manuscript, we propose a parametric family of iterative methods of fourth-order convergence, and the stability of the class is studied through the use of tools of complex dynamics.
Alicia Cordero +2 more
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Conservative Finite Volume Schemes for Multidimensional Fragmentation Problems
Mathematics, 2021 In this article, a new numerical scheme for the solution of the multidimensional fragmentation problem is presented. It is the first that uses the conservative form of the multidimensional problem.
Jitraj Saha, Andreas Bück
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Extended Gevrey Regularity via Weight Matrices
Axioms, 2022 The main aim of this paper is to compare two recent approaches for investigating the interspace between the union of Gevrey spaces Gt(U) and the space of smooth functions C∞(U). The first approach in the style of Komatsu is based on the properties of two
Nenad Teofanov, Filip Tomić
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EXPONENTIAL APPROXIMATION OF FUNCTIONS IN LEBESGUE SPACES WITH MUCKENHOUPT WEIGHT
Проблемы анализа, 2022 Using a transference result, several inequalities of approximation by entire functions of exponential type in 𝒞(R), the class of bounded uniformly continuous functions defined on R=(-∞,+∞), are extended to the Lebesgue spaces 𝐿^𝑝(𝜚𝑑𝑥) 1 ...
R. Akgun
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Weight Functions Method application on a delta-wing X-31 configuration [PDF]
INCAS Bulletin, 2011 The stability analysis of an aircraft configuration is studied using a new system stability method called the weight function method. This new method finds a number of weight functions that are equal to the number of first-order differential equations ...
Ruxandra Mihaela BOTEZ, Nicoleta ANTON
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